Consider the following analog sinusoidal signal: xa (t) = 3 sin (100πt) (a) Sketch the signal xa (t) for 0 ≤ t ≤ 30ms
(b) The signal xa (t) is sampled with a sampling rate Fs = samples/s. Determinethe frequence of the discrete-time signal x(n) = xa (nT), T = 1/Fs and show that periodic.
(c) Compute the sample values in one period of x(n) on the same diagram with xa (t). What is the period of the discrete-time signal in milliseconds?

Answers

Answer 1

(a) The signal xa(t) = 3sin(100πt) is a sinusoidal waveform with an amplitude of 3 and a frequency of 100 Hz. The sketch of xa(t) for 0 ≤ t ≤ 30 ms will depict a periodic waveform with 3 complete cycles.

(a) The signal xa(t) = 3sin(100πt) represents a sinusoidal waveform with an amplitude of 3 and a frequency of 100 Hz. Within the time interval of 0 ≤ t ≤ 30 ms, the waveform completes 3 full cycles. Therefore, when sketching xa(t) for this time range, we will observe three peaks of the sinusoidal waveform.

(b) Sampling the continuous-time signal xa(t) with a sampling rate Fs yields the discrete-time signal x(n) = xa(nT), where T = 1/Fs is the sampling period. The frequency of the discrete-time signal is determined by the sampling period T. In this case, since the original signal has a frequency of 100 Hz, the sampling period T will result in a discrete-time signal x(n) that is also periodic with the same frequency of 100 Hz.

(c) To compute the sample values in one period of x(n), we need to determine the number of samples within one period. Since the period of the discrete-time signal is the reciprocal of its frequency, the period of x(n) can be calculated as 1/100 Hz, which is equivalent to 10 ms. On the same diagram as xa(t), we can plot the sample values of x(n) within one period, which will consist of multiple discrete points representing the discrete-time approximation of the continuous signal.

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Related Questions

by calculating its wavelength (in nm), show that the first line in the lyman series is uv radiation. nm

Answers

The first line in the Lyman series, corresponding to the transition from an excited state to the ground state in hydrogen, is in the ultraviolet (UV) range with a wavelength of approximately 121.48 nm.

The Lyman series refers to a set of spectral lines in the emission spectrum of hydrogen. The first line in the Lyman series corresponds to the transition from an excited state to the ground state in the hydrogen atom. To calculate the wavelength of this line, we can use the Rydberg formula:

1/λ = R_H * (1/n_f² - 1/n_i²)

where λ is the wavelength of the spectral line, R_H is the Rydberg constant for hydrogen (approximately 1.097 × 10⁷ m⁻¹), n_f is the final energy level (which is the ground state, n_f = 1), and n_i is the initial energy level (corresponding to the excited state).

Since we want to determine if the first line in the Lyman series is ultraviolet (UV) radiation, we need to check if the calculated wavelength falls within the UV range (typically defined as wavelengths between 10 nm and 400 nm).

Let's assume that the initial energy level is n_i = 2 (corresponding to the transition from the second energy level to the ground state). Plugging the values into the Rydberg formula, we get:

1/λ = 1.097 × 10⁷ m⁻¹ * (1/1² - 1/2²)

= 1.097 × 10⁷ m⁻¹ * (1 - 1/4)

= 1.097 × 10⁷ m⁻¹ * (3/4)

= 8.2275 × 10⁶ m⁻¹

To convert this value to nanometers (nm), we can use the conversion factor 1 m = 10⁹ nm:

λ = 1/(8.2275 × 10⁶ m⁻¹)

= 1.2148 × 10⁻⁷ m

= 121.48 nm

Hence, Since the calculated wavelength of the first line in the Lyman series is approximately 121.48 nm, we can conclude that it falls within the ultraviolet (UV) range.

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The phase Ø of light of wavelength λ travelling through a shifter with refraction index n is given by Øs = 2πntλ-1, where t is the shifter thickness. The phase of the same light wave travelling through air for a distance equal to t is Øa= 2ntλ-1. Derive an expression for the thickness of the shifter as a function of λ and n in order to obtain a phase shift of 180°.

Answers

The thickness of the shifter is given as t = λ / 2n.

The given equation of the phase of light of wavelength λ traveling through a shifter with a refractive index n is given by: Øs = 2πntλ-1, where t is the thickness of the shifter.

The phase of the same light wave traveling through air for a distance equal to t is Øa= 2ntλ-1.

We are supposed to derive an expression for the thickness of the shifter as a function of λ and n to get a phase shift of 180°.

Given, The phase of light of wavelength λ traveling through a shifter with a refractive index n is given by: Øs = 2πntλ-1

The phase of the same light wave traveling through air for a distance equal to t is Øa = 2ntλ-1

To obtain a phase shift of 180°, we have: Øs - Øa = πi where i is an integer.

Substituting the value of Øs and Øa in the above expression, we have:

2πntλ-1 - 2ntλ-1 = πi2πntλ-1 - 2ntλ-1

                         = π(2nλt) / λ2πntλ-1

                         = 2nλt / λπt

                         = λ / 2n

Hence, the thickness of the shifter is given as t = λ / 2n.

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what's the turtle's velocity??

what's the turtle's velocity??

Answers

Answer:

\(\boxed {\boxed {\sf v\approx0.24 \ m/s}}\)

Explanation:

Velocity can be found by dividing the displacement by the time.

\(v=\frac{displacement}{time}\)

The displacement is 4.77 meters and the time is 19.5 seconds.

\(displacement=4.77 \ m \\time=19.5 \ s\)

Substitute the values into the formula.

\(v=\frac{4.77 \ m }{19.5 \ s}\)

Divide.

\(v=0.244615385 \ m/s\)

Let's round to the nearest hundredth (just to make the answer more concise).

The 4 in the thousandth place tells us to leave the 4 in the hundredth place.

\(v\approx0.24 \ m/s\)

The velocity of the turtle is about 0.24 meters per second.

If the mass of one object is doubled and mass of other remains the same and if distance between them is halved then how does the gravitational force change?

Answers

Force is proportional to the product of masses and inversely proportional to the square of the separation.

New force = 8 x original force

a uniformly charged ring of radius 10.0 cm has a total charge of 63.5 ????c. find the electric field on the axis of the ring at the following distances from the center of the ring. (choose the x-axis to point along the axis of the ring.)

Answers

The electric field on the axis of a uniformly charged ring at a distance x from the center is given by  \(E = (kQx) / (x^2 + R^2)^(^3^/^2^)\), where k is the Coulomb's constant, Q is the total charge of the ring, and R is the radius of the ring.

To find the electric field on the axis of a uniformly charged ring at different distances from the center, we can use the formula for the electric field of a point charge.

The electric field E is given by  \(E = (kQx) / (x^2 + R^2)^(^3^/^2^)\), where k is the Coulomb's constant \((k = 9 x 10^9 Nm^2/C^2)\), Q is the total charge of the ring, x is the distance from the center of the ring, and R is the radius of the ring.

Plug in the given values of Q and R, and the distance x, to calculate the electric field at each point on the axis.

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The JWST is a large telescope (6500kg) that has been placed at Lagrange Point 2 (L2). L2 is 1.50 million km from the centre of Earth, always on the opposite side of the sun (see diagram). The JWST is able to stay at this location, effectively orbiting the sun. Determine the total gravitational force acting on the JWST at this location, and verify that it is equal to the centripetal force required to keep it in orbit. b. The JWST was propelled by the Ariane 5 rocket, which released it at an altitude of one Earth radius. How fast was it going at this point if it just gets to L2 and stops? Only consider the influence of Earth.

Answers

Since the JWST stops at L2, the centripetal force required to keep it in orbit is zero. Therefore, the velocity at this point is also zero.

To determine the total gravitational force acting on the JWST at Lagrange Point 2 (L2), we need to consider the gravitational forces from both the Sun and the Earth.

The gravitational force between two objects can be calculated using Newton's law of universal gravitation:

F = G * (m1 * m2) / r^2

where F is the gravitational force, G is the gravitational constant (approximately 6.67430 × 10^-11 m^3 kg^-1 s^-2), m1 and m2 are the masses of the two objects, and r is the distance between their centers of mass.

For the JWST, the mass is 6500 kg, and the distance from the center of the Earth to L2 is 1.50 million km, which is equivalent to 1.5 × 10^9 meters.

The mass of the Sun is approximately 1.989 × 10^30 kg, and the distance from the center of the Sun to L2 is also 1.50 million km.

Therefore, the total gravitational force acting on the JWST at L2 is the sum of the gravitational forces from the Sun and the Earth.

F_total = F_Sun + F_Earth

F_Sun = G * (m_JWST * m_Sun) / r_Sun^2

F_Earth = G * (m_JWST * m_Earth) / r_Earth^2

Substituting the known values, we can calculate the gravitational forces.

Now, to verify that the total gravitational force is equal to the centripetal force required to keep the JWST in orbit, we need to compare it to the centripetal force.

The centripetal force required to keep an object in circular motion is given by:

F_c = (m_JWST * v^2) / r

where F_c is the centripetal force, m_JWST is the mass of the JWST, v is the velocity, and r is the radius of the orbit.

In this case, the JWST is effectively orbiting the Sun, so we can use the distance from the Sun to L2 as the radius of the orbit.

We get the following when we set the gravitational force equal to the centripetal force:

F_total = F_c

Finally, we can calculate the velocity of the JWST at the point where it stops after being released by the Ariane 5 rocket.

Since the JWST stops at L2, the centripetal force required to keep it in orbit is zero. Therefore, the velocity at this point is also zero.

In summary, we need to calculate the total gravitational force acting on the JWST at L2 by summing the gravitational forces from the Sun and the Earth. This total gravitational force should be equal to the centripetal force required to keep the JWST in orbit. At the point where the JWST is released by the Ariane 5 rocket, it reaches L2 and stops, so its velocity at this point is zero.

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Think of a technology or appliance that you use regularly. Identify the transfers and transformations of energy necessary to operate the technology. Explain your answer
PLZZ

Answers

Answer:

Energy conversion

Explanation:

We regularly use automobile which runs on the chemical energy of the fuels such as diesel and petrol, the chemical energy from the fuel would convert into the thermal energy which is used to drive the engine of the vehicle,further the thermal energy converted into the mechanical energy which is used to drive the prime mover of the automobile.

What is thermal energy?

It can be defined as the form of the energy in which heat is transferred from one body to another body due to their molecular movements, thermal energy is also known as heat energy.

We frequently utilize vehicles that operate on chemical energy from fuels like diesel and gasoline.

This chemical energy is transformed into thermal energy, which drives the engine of the vehicle, and then mechanical energy, which drives the prime mover of the vehicle.

Thus, we can say that the transfers and transformations of energy are necessary to operate the technology.

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Consider a particle constrained to move in the x−y plane. One state the particle can be in has the following wavefunction in the x−y position representation: ψ(x,y)=Nexp{− 2σ 2
x 2
​ }exp{− 2σ 2
y 2
​ }, shere N is a normalization coefficient and σ is a length scale. A different possible state has the vavefunction φ(x,y)=Nexp{ ℏ
iay
​ }exp{− 2σ 2
(x−d) 2
​ }exp{− 2σ 2
y 2
​ }. a) For ψ(x,y), give the expectation values ⟨ X
^
⟩,⟨ Y
^
⟩,⟨ P
^
x
​ ⟩, and ⟨ P
^
y
​ ⟩, which correspond to expecation values of the position and momentum operators for the x and y directions. b) For φ(x,y), give the expectation values ⟨ X
^
⟩,⟨ Y
^
⟩,⟨ P
^
x
​ ⟩, and ⟨ P
^
y
​ ⟩.

Answers

Expectation value of position in the x-direction, ⟨X^⟩: We apply the position operator, X^, to the wavefunction and integrate:

⟨X^⟩ = ∫ xψ(x, y) dx dy = ∫ xNexp(-2σ^2x^2)exp(-2σ^2y^2) dx dy

To find the expectation values for the position and momentum operators, we need to apply the corresponding operators to the wavefunctions and integrate over the appropriate variables.

a) For the wavefunction ψ(x, y) = Nexp(-2σ^2x^2)exp(-2σ^2y^2):

Expectation value of position in the x-direction, ⟨X^⟩: We apply the position operator, X^, to the wavefunction and integrate:

⟨X^⟩ = ∫ xψ(x, y) dx dy

= ∫ xNexp(-2σ^2x^2)exp(-2σ^2y^2) dx dy

Similarly, we can find the expectation values ⟨Y^⟩, ⟨P^x⟩, and ⟨P^y⟩ by applying the respective operators and integrating over the variables x and y.

b) For the wavefunction φ(x, y) = Nexp(iay)exp(-2σ^2(x-d)^2)exp(-2σ^2y^2):

We follow the same procedure as in part a) to find the expectation values ⟨X^⟩, ⟨Y^⟩, ⟨P^x⟩, and ⟨P^y⟩ for the wavefunction φ(x, y).

The expectation values provide us with information about the average positions and momenta of the particle in the x-y plane for each wavefunction. By calculating these expectation values, we can gain insights into the behavior and properties of the particle in the given states.

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The coach of the Philadelphia Eagles walks back and forth along the sidelines of Lincoln Financial Field fifteen times in three minutes. What is the frequency of his pacing? Remember to change the time to seconds.

The coach of the Philadelphia Eagles walks back and forth along the sidelines of Lincoln Financial Field

Answers

15/(3x60) =0.08 HZ
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Baker Bill used 67 kilograms of flour on Monday. He used 48 kilograms of flour on Tuesday. How much did he use in all?

Answers

The total amount of flour he used in all is 115kg

What is Addition?

One of the four fundamental operations in mathematics is addition, along with subtraction, multiplication, and division. When two whole numbers are added, the sum or total of those values is obtained.

Given that Baker Bill used 67 kilograms of flour on Monday. He used 48 kilograms of flour on Tuesday

We would add the kg of flour he used

This would be 67 + 48 = 115kg of flour

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Rhonda is looking for a campsite for the night. From her parking spot she walks north for 212 meters, then turns and walks west for 145 m what is the displacement from Rhonda's car to her campsite

Rhonda is looking for a campsite for the night. From her parking spot she walks north for 212 meters,

Answers

The displacement from Rhonda's car to her campsite 257 m, 34.4° north of west.

Most campgrounds have picnic tables, a place to park your car, and a place to pitch your tent. Bathrooms and taps are often shared. One of the joys of camping is the lack of outdoor gear. But it's also nice to have a comfortable, convenient and cozy campsite. A tent is a small shelter for sleeping while camping.

Camps are areas with tents campfires and surroundings. There are many types of camping but the main methods of camping are backpacking auto-camping and glamping. These top three camping styles have options for every level of camper. Front country camping is also called auto camping because you can drive to the campground. These campsites usually have running water and modern washrooms.

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Please answer all questions if you do I mark you

Please answer all questions if you do I mark you

Answers

Explanation:

1. A

2. B

3. I don't know this one but my guess is b

PLEASE HELP! thxssss

PLEASE HELP! thxssss

Answers

Answer:

D is correct

Explanation:

technician a says the charging system is needed to keep the battery fully charged and recharge the battery after starting. technician b say the charging system supplies all the vehicle's electrical current needs after the engine starts. who is correct?

Answers

Answer:

Technician A is correct

Explanation:

The statement "charging system is needed to keep the battery fully charged and recharge the battery after starting" is correct

from technician's B point of view, that the charging system supplies electrical current needs after engine start is incorrect.

In-fact the charging system is dedicated to the battery alone, the electrical needs of the system is gotten from the battery.

You are out on the water in foggy conditions. You hear one prolonged blast plus two short blasts every two minutes. What does this sound signal mean?

Answers

The sound signal helps to caution and let other people know the exact

position or location during sailing in limited visibility conditions.

Sailors are in which charge of controlling and movement of ships. In limited

visibility conditions such as during fogs, one prolonged blast plus two short

blasts every two minutes are done.

This helps to alert people and other sailors of their location at sea to prevent

accidents and death.

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The sound signal helps to know the exact location during sailing in foggy conditions.

Who are sailors?


Sailors are the in charge of controlling and movement of ships. In limited visibility conditions such as fogs, one prolonged blast plus two short blasts every two minutes are done.

This helps to caution people and other sailors around their location at the sea to prevent accidents and death.

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HELP PLZZZZZZZZ
3. Which of these does not have potential energy?

a. A book resting on the floor

b. A roller coaster at its maximum height

c. A bird flying in the sky

d. A basketball shot in the air

Answers

Answer:

a. A book resting on the floor

Explanation:

Potential energy is the energy stored in a object due to its position relative to some zero position. An object possesses gravitational potential energy if it is positioned at a height above/below the zero height.

What happens when a high pressure air mass follows a cold front? 1. Warm and dry 2. Warm and humid 3. Cool and dry 4. Cool and humid

Answers

Lifted warm air ahead of the front produces cumulus or cumulonimbus clouds and thunderstorms.

When a cold front approaches, the heavier (denser) cool air pushes beneath the lighter (less dense) warm air, causing it to climb into the troposphere. Cumulus or cumulonimbus clouds and thunderstorms are produced by lifted warm air ahead of the front.

When a cold, dense air mass pushes beneath a warm, lighter air mass, causing the warm air to rise, a cold front forms. The cold air moves forward, displacing the warm air at the surface. As moisture in the warm air mass rises, cools, and condenses, rain and thunderstorms can form.

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Which of the following are odd-electron species? Select all that apply.Multiple select question.a. ClOb. ClO2-c. N2Od. NO2

Answers

b. ClO2- and NO2 are odd-electron species because they have an odd number of valence electrons.

Odd-electron species are molecules or ions with an odd number of valence electrons.

To determine if a species is odd-electron, we need to count the total number of valence electrons and see if it is an odd number.

For example, ClO has 18 valence electrons which is an even number, so it is not an odd-electron species.

Here is the electron count for each option:
a. ClO: 7 + 6 + 1 = 14 valence electrons (even)
b. ClO2-: 7 + 6 + 6 + 1 = 20 valence electrons (odd)
c. N2O: 5 + 5 + 6 = 16 valence electrons (even)
d. NO2: 5 + 6 + 6 = 17 valence electrons (odd)
Therefore, the odd-electron species are ClO2- and NO2.


Summary: ClO2- and NO2 are odd-electron species because they have an odd number of valence electrons.

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If an object travels 245 km in 5 hours, what was the speed of the object?

Answers

Answer:

49kmph

Explanation:

speed=distance/time = 245/5

How does an insulator stop the flow of an electric current? Question 9 options: Electrons in an insulator do not move readily. Insulators convert electric energy to other forms of energy. Insulators have too many electrons. Insulators have a positive charge so they absorb electrons.

Answers

Insulators are often defined as materials that do not allow electricity to flow through them. Option A is correct. Electrons in an insulator do not move readily.

What is an insulator?

Insulators are commonly employed in physics. Insulators are often defined as materials that do not allow electricity to flow through them.

Insulators are also referred to as poor electrical conductors. We may discover various instances of these insulators in our daily lives. Insulators include materials such as paper, glass, rubber, and plastic.

Insulators are often defined as materials that do not allow electricity to flow through them. Electrons in an insulator do not move readily

Hence option A is correct. Electrons in an insulator do not move readily

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How much time is required for a vehicle to travel 500m if it
starts from rest and accelerates at 4.5m/s²?

Answers

The time required for a vehicle to travel 500m if it starts from rest and accelerates at 4.5m/s² is 14.9 s.

Given:

s = 500 m

a = 4.5 m/s²

u = 0

Acceleration is the rate at which velocity changes with time, in terms of both speed and direction. A point or an object moving in a straight line is accelerated if it speeds up or slows down.

If an object starts from rest then it's initial velocity would be zero however if it is already in motion then it does have an initial velocity of greater than zero.

According to the Kinematic equation

s = ut  + 1/2 at²

s = 0 + 1/2 at²

t² = 2s/a = (500 x 2 )/ 4.5 = 222.222 s²

t = 14.9 s

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A satellite is in a circular orbit very close to the surface of a spherical planet. The period of the orbit is 1.57 hours. What is density of the planet? Assume that the planet has a uniform density.

Answers

The density of the planet is \(2249.17 \frac{kg}{m^3}\)

Solution:

Given

Time period T = 1.57 hours = \(1.57 \times 60 \times 60 sec\)

using formula

T = \(\frac{2 \times \pi}{ \omega}\)

\(\omega = \frac{2 \pi} T\\\omega = \frac{2 \pi} {1.57 \times 60 \times 60 sec}\)

also, force \(F = \frac{GMm}{R^2}\)

meanwhile Force \(F = \frac{mv}{R^2}\\\)

equating both the above equations we get

we get \(v = \sqrt{\frac{GM}{R} }\)

also \(M = \frac {4\pi R^3 \rho} 3\)

also, \(\omega = \frac vR\)

then \(\frac{2 \pi} {1.57 \times 60 \times 60 sec} = \sqrt{\frac{G \frac {4\pi R^3 \rho} 3}{R} }\)

solving the equation we get

\(\rho = 2249.17 \frac{kg}{m^3}\)

What is density?The substance's mass per unit of volume is known as its density (volumetric mass density or specific mass).The Latin letter D can also be used to represent density, however, the Greek character rho is more frequently used. Density is mathematically defined as mass divided by volume.The density of a pure substance is equal to its mass concentration in numbers. Density varies widely among materials and may be important in relation to packaging, purity, and buoyancy.The densest known elements under conditions of normal temperature and pressure are osmium and iridium.

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for e and pinion two pinion au teeth the A pair of spur gears has a velocity tabio y 3:1, A tua 8 in Gefter distance, a diamettal pitch of 6 and a Standard 20° full-depth teeth. (1) Find the pitch diameter gear (6) find ê number for gar & Betermine é addendum ten the Dedenoum for beth gear and the pinion - Show whether interference exists if it does, indicate the preferred action to eliminate it and

Answers

It can be seen that there is no interference between the pinion and gear. The velocity ratio is given as V = N₂/N₁. Pitch diameter for pinion is D₁ = 2 in and Pitch diameter for gear is D₂ = 6 in .

We know that velocity ratio is given as V = N₂/N₁

⇒ 3/1 = N₂/N₁

⇒ N₂ = 3N₁

Center distance, C = (N₁ + N₂)/2

⇒ 8 = (N₁ + 3N₁ )/2

⇒ N₁ = 2

Number of teeth on the pinion, N₁ = 2

Number of teeth on the gear, N₂ = 3N₁

= 3 x 2

= 6

Now, pitch diameter for pinion is given as D₁ = N₁/P

= 2/6

= 0.333 in

Pitch diameter for gear is given as D₂ = N₂/P

= 6/6

= 1 in

Addendum, h = 1/P

= 1/6

= 0.167 in

Dedendum, d = 1.25 x P

= 1.25 x 6

= 7.5/16 in

Thus, addendum for pinion is h₁ = d₁

= 7.5/16 in

Dedendum for pinion is d₁ = 1.25 x P

= 1.25 x 6

= 7.5/16 in

Addendum for gear is h₂ = d₂

= 7.5/16 in

Dedendum for gear is d₂ = 1.25 x P

= 1.25 x 6

= 7.5/16 in

We know that Minimum number of teeth on pinion, N min = 12 Let N₁ = 12, then N₂ = 3N₁

= 36

Center distance, C = (N₁ + N₂)/2

= (12 + 36)/2

= 24 in

Pitch diameter for pinion is D₁ = N₁/P

= 12/6

= 2 in

Pitch diameter for gear is D₂ = N₂/P

= 36/6

= 6 in

Thus, it can be seen that there is no interference between the pinion and gear.

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A car moves with irregular speed its average speed =

Answers

Is the positive of the answer which is your irregular speed

The S.I. unit of E is NC^-1 and that of B is NA^-1 m^-1, then unit of E/B is

Answers

The S.I. unit of E is NC^-1 and that of B is NA^-1 m^-1, then unit of E/B is A m/C (ampere meter per coulomb). This unit represents the ratio between the electric field and the magnetic field, indicating the strength and direction of the electromagnetic field.

The SI unit of electric field (E) is NC^(-1) (newton per coulomb) and the SI unit of magnetic field (B) is NA^(-1) m^(-1) (tesla). To determine the unit of E/B, we need to divide the unit of E by the unit of B.

Dividing the unit of E (NC^(-1)) by the unit of B (NA^(-1) m^(-1)), we can simplify the expression:

E/B = (NC^(-1))/(NA^(-1) m^(-1))

To simplify this expression, we can cancel out the common units in the numerator and denominator:

E/B = (N/C)/(N/(A m))

Now, let's simplify further by dividing the numerator and denominator:

E/B = (N/C) * (A m/N)

Canceling out the common units:

E/B = (A m)/(C)

Therefore, the unit of E/B is A m/C (ampere meter per coulomb).

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The speed of light is about 300,000 km/s. It takes approximately 1.3 seconds for light reflected from the moon
to reach Earth. What is the average distance from Earth to the moon?

Answers

u have to divide it and u will get the answer

Does direction matter when determining distance?
yes
no

Answers

Answer:

no

Explanation:

ans should be correct

How is the answer D?

How is the answer D?

Answers

The graph that corresponds to 0.1 s in one complete cycle is graph D.

option D is the correct answer.

What is the period of a wave?

The period of a wave is the time for a particle on a medium to make one complete vibrational cycle. Period, being a time, is measured in units of time such as seconds, hours, days or years.

Also, the period of a wave is the amount of time it takes for a wave to complete one wave cycle or wavelength.

From the given parameter, the coil rotates 10 times in one second. The period of the coil is calculated as;

Period = 1 s / 10

Period = 0.1 s

From the graphs, the only option that has one complete cycle in one second is option D.

Check option D, half cycle is 0.05 s and one full cycle is 0.1 s.

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Relate the movement produced by seismic waves to the observations a person
would make of them as they traveled across Earth's surface.

Answers

Answer:

Theoretically it would be side to side

Explanation:

This answer is most likely to be side to side because of the tectonic plates shifting but to be honest who knows

The seismic waves which travel across Earth's surface are surface waves. The surface waves move up and down or back and forth in a circular motion.

What are seismic waves?

A seismic wave can be described as a wave of acoustic energy that travels through the Earth. They form due to an earthquake, volcanic eruption, magma movement, and a large man-made explosion. Seismic waves are differentiated from seismic noise which is persistent low-amplitude vibration developing from various natural and anthropogenic sources.

The velocity of a seismic wave depends on the elasticity and density of the medium. The velocity of the waves tends to increase with depth through Earth's crust and mantle but reduces drastically going from the mantle to Earth's outer core.

Seismic surface waves travel along the surface of the earth and can be classified as a form of mechanical surface waves. These surface waves, diminish as they get further from the surface and travel more slowly than seismic body waves (P and S).

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Since coal forms from tropical swamp plants that were buried and compacted millions of years ago, how would you explain the presence of coal in Antarctica?

Answers

Answer:

hello and thank you

Explanation:

The existence of coal beds in Antarctica is evidence that the region once experienced significant warming and was home to vast amounts of plant life.

What is Continental Drift Theory?

One of the earliest hypotheses put up by geologists for how continents might migrate through time is called continental drift. The science of plate tectonics has now supplanted the theory of continental drift.

The scientist Alfred Wegener is most closely connected with the concept of continental drift. Wegener wrote a paper outlining his notion that the continents were "drifting" across the Earth, occasionally crashing through oceans and into one another, in the early 20th century. He referred to it as continental drift.

What is known about Antarctica's changing climate is that it didn't begin to cool until roughly 34 million years ago, when the continent was severed from the others which supports Continental Drift theory.

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