Using the central limit theorem, the astronomer needs to make at least 61.4656 measurements. Using Chebyshev's inequality, the astronomer needs to make at least 39.4 measurements to be 95% sure.
To determine the number of measurements needed to be 95% sure that the estimated distance is accurate to within ±0.5 light years using the central limit theorem, we need to use the formula
n = [Zα/2 σ/ε]²
where Zα/2 is the standard normal deviate corresponding to a 95% confidence level, σ is the common standard deviation (square root of the variance), and ε is the maximum error allowed (0.5 light years).
Substituting the given values, we get:
n = [(1.96) (2)/0.5]²
n = 61.4656
Therefore, the astronomer needs to make at least 62 measurements to be 95% sure that the estimated distance is accurate to within ±0.5 light years using the central limit theorem.
Chebyshev's inequality states that for any set of data, regardless of the shape of its distribution, the proportion of data values that lie within k standard deviations of the mean is at least:
1 - 1/k²
Using this inequality, we can find the number of measurements needed to be 95% sure that the estimated distance is accurate to within ±0.5 light years. For a 95% confidence level, we need to have at least
1 - 1/k² = 0.95
1/k² = 0.05
k = 2.24
Thus, the maximum allowable deviation from the mean is 2.24 standard deviations. Using the given variance of 4 light years, we can find the standard deviation as
σ = √(4) = 2
Substituting the values in the inequality, we get
P(|X - μ| < 0.5) = 1 - P(|X - μ| > 0.5)
= 1 - 1/k²
= 1 - 1/2.24²
= 0.803
where X is the random variable representing the measurements. The inequality tells us that the probability of X deviating from the mean by more than 0.5 light years is less than or equal to 0.197.
To find the number of measurements needed, we equate this probability to the desired confidence level of 0.05:
0.197 = 0.05/n
Solving for n, we get
n = 39.4
Rounding up to the nearest integer, we get that the astronomer needs to make at least 40 measurements to be 95% sure that the estimated distance is accurate to within ±0.5 light years using Chebyshev's inequality.
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A centrifuge is used to test space pilots. The centrifuge spins with a centripetal acceleration of 3.04g. If the length of the arm of the centrifuge is 21m what is the speed of the centrifuge?
Answer:
\(approx.= 25\frac{m}{s}\)
Explanation:
Centripetal acceleration (a) is defined as the square of an object's velocity (V^2) divided by the distance of the object from it's point/axis of revolution (r). So:
\(a=\frac{V^{2} }{r}\)
which allows us to solve for the velocity:
\(V=\sqrt{ar}\\ Since: a=3.04g=(3.04)(9.81),r=21;\\V=\sqrt{(3.04)(9.81)(21)} =25.02...\)
Answer:
25 m/s
Explanation:
A = v^2r
The square root of Ar = v
V = square root of 3.04 x 21 x 9.8 = 25m/s
Make sure to add 9.8 as acceleration is 3.04g or 3.04 x 9.8
10. Duncan needs to lift a 31.0kg rock. If he exerts an upward force of 500 N on the rock, what is the rock's acceleration?
Explanation:
(taking g = 10 m/s^2)
F - W = m * a
500 - 310 = 31 * a
190 = 31 * a
a (Acceleration of rock ) = 6.12 m/s^2
Which of these actions should you take to prepare for an earthquake?
A. Keep heavy furniture in closets and bathrooms.
B. Remove heavy items such as fire extinguishers.
C. Anchor heavy furniture to the walls or floors.
D. Place heavy objects on shelves and in cupboards.
SUBMIT
An earthquake is a sudden movement of geological materials beneath the earth's surface that causes a weak to intense shaking of the ground.
What is earthquake explain?When rock materials suddenly migrate beneath the earth's surface, it causes the ground to shake violently or weakly. Tectonic plate boundaries are where earthquakes start.
Sudden movement along fault lines within the Earth causes earthquakes. Seismic waves, which travel through the Earth and cause the earth to tremble, are created when the movement releases accumulated "elastic strain" energy.
1 Anchor furniture to prevent tipping or collapse.
2 Arrange safety precautions to prevent accidents.
3. Verify the sturdiness of your home and its walls.
4 Always be prepared to put out fires.
5 Implement fire prevention and early detection measures.
6 Prepare your emergency supplies ahead of time.
7 Talk to your family about disaster preparedness.
8 Be aware of any potential dangers nearby.
9 Stay up to date on emergencies.
10 Get prepared for emergencies.
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True or false? A negative feedback will not necessarily completely negate an initial change; it might just reduce the impact.
The statement that a negative feedback will not necessarily completely negate an initial change; it might just reduce the impact is true.
Negative feedback is a regulatory mechanism in which the output of a system counteracts a change in the input, leading to a stabilization of the system.
However, negative feedback does not necessarily completely negate an initial change. Instead, it can reduce the impact of the change and bring the system closer to its set point or desired state.
This is because negative feedback works to oppose the initial change, but it may not have enough strength to completely reverse it. In some cases, the initial change may be so large that the negative feedback can only reduce the impact, rather than completely negate it.
Overall, negative feedback is an important mechanism for maintaining stability in many biological, physical, and engineering systems.
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what are the two opposing forces that keep stars between collapsing and inflating?
A leaky faucet drips once every 1.5 seconds into the center of a meter-wide circular sink full of water. Once the drop strikes, it starts a ripple that travels at 20 cm/s toward the sink's edge.
a) How many circular wave fronts will fit in the sink?
b) Each drop has a mass of 0.2g, and the faucet is 20cm above the water surface. If the energy of each drop is conserved in the wave it creates, how much energy does each drop deliver to the edge of the sink?
c) Power is a measure of how quickly energy is delivered. Its unit is a Watt, where W-J/s. How much power is the leaky faucet providing?
d) Find the power delivered per meter of the sink's circumference.
e) Now imagine the sink has a diameter of 5 meters. Find the new power, and the new power per meter circumference. How have these values changed?
A) The number of circular wave fronts that will fit in the sink will depend on the size of the sink. If the sink is 1 meter wide, then the circumference of the sink is approximately 3.14 meters.
What is wave?A wave is a disturbance that propagates through space or some material medium, such as air or water, with or without an accompanying transfer of energy. In physics, a wave is an oscillation accompanied by a transfer of energy that travels through a medium or space.
Each wave front travels at a speed of 20 cm/s, it will take approximately 3.14 seconds for a wave front to travel around the entire sink once. Therefore, the number of wave fronts that will fit in the sink will be 1.5/3.14, or 0.48 wave fronts.
b) To calculate the energy delivered to the edge of the sink, we must first calculate the kinetic energy of the drop. The kinetic energy of the drop is equal to \(0.5 \times mass \times velocity^2\), or \(0.5 \times mass \times velocity^2\) = 2J Since the energy of each drop is conserved in the wave it creates, each drop will deliver 2 J of energy to the edge of the sink.
c) The power provided by the leaky faucet is equal to the total energy of the drop divided by the time it takes for the drop to reach the edge of the sink:\(2 J/1.5 s = 1.33 W.\)
d) The power delivered per meter of the sink's circumference is equal to the total power provided by the faucet divided by the circumference of the sink: \(1.33 W/3.14 m = 0.424 W/m.\)
e) The power of the leaky faucet with a 5 meter diameter sink is 6.7 W, and the power per meter circumference is 1.34 W/m. The power has increased by a factor of 5, and the power per meter circumference has increased by a factor of 3.2.
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Which of the following best describes inertia?
A. Rowing a boat
B. Moving forward in your seat when the car suddenly stops
C. A rocket taking off from the launching pad
D. A bicycle requires less force to move than a car
why is earths core so hot?
Answer:
The primary contributors to heat in the core are the decay of radioactive elements, leftover heat from planetary formation, and heat released as the liquid outer core solidifies near its boundary with the inner core.
why should fishing be more sustainable?
Answer:
Why Sustainable Fishing Is Important Sustainable fishing allows humans to continually fish in oceans and other bodies of water indefinitely for edible seafood. Overfishing can cause a negative domino effect in water-based ocean systems that is difficult to stop.
Explanation:
hit the heart :)
please help!!!!!!!!!!
Answer:
C
Explanation:
three bricks means 3 times the weight, so 6/3=2
at very low temperatures, the molar specific heat cv of many solids is approximately cv at3, where a depends on the particular substance. for aluminum, j/mol k4. find the entropy change for 4.00 mol of aluminum when its temperature is raised from 5.00 k to 10.0 k.
The entropy change for 4.00 mol of aluminum when its temperature is raised from 5.00 K to 10.0 K is approximately 4666.67 J/K.
How to solve for the enthropy changeTo find the total entropy change when the temperature is changed from T₁ to T₂, we need to integrate the above expression from T₁ to T₂.
∆S = ∫ from T₁ to T₂ of naT²dT
= [naT³/3] from T₁ to T₂
= n*a/3 * (T₂³ - T₁³)
Given values are:
n = 4 mol
a = 4 J/mol*K⁴
T₁= 5 K
T₂ = 10 K
Substitute these values into the equation:
∆S = 4 mol * 4 J/mol*K^4 / 3 * ((10 K)³ - (5 K)³)
∆S = 16/3 * (1000 - 125) J/K
∆S = 16/3 * 875 J/K
∆S = 4666.67 J/K
So, the entropy change for 4.00 mol of aluminum when its temperature is raised from 5.00 K to 10.0 K is approximately 4666.67 J/K.
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a man is pushing a box of mass of 80 kg with a force of 180 n, the box accelerates at 1.80 m/s2. what is the magnitude of friction? brainly
The magnitude of the friction force on the box is 36N.
The force applied by the man to push the box of mass 80kg is 180N.
the acceleration of the block is 1.80m/s².
Now, we know,
Acceleration = Net force/mass
A = F/M
Now, the net force will be applied force minus frictional force.
So, if the frictional force is Fr and the applied force is F, then we can write,
a = F-Fr/M
Putting values,
1.80 = 180-Fr/80
Fr = 36N.
So, the frictional force is 36N in magnitude.
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A 3 kg cart moves due east at 17m/s collides with a 5 kg cart moving due west. What is the initial speed of the 5 kg if the they stick together and come to rest.
The speed of 5 kg ball is 10.2 m/s
Given data:
The mass of cart 1 is m₁=3 kg.
The speed of cart 1 moving east is v₁=17 m/s.
The mass of other cart is m₂=5 kg.
Since the carts stick together, and comes to rest their final velocity is zero, i.e., v=0.
Applying the conservation of momentum between the carts as,
\(m_1v_1+m_2v_2=(m_1+m_2)v\)Here, v₂ is the speed of 5kg cart. Since the cart 2 moving in west direction therefore v₂=-v₂.
Substitute all the values in above equation,
\(\begin{gathered} 3(17)+5(-v_2)=(3+5)(0) \\ v_2=10.2\text{ m/s} \end{gathered}\)Thus, the speed of 5 kg ball is 10.2 m/s.
Final answer: 10.2 m/s
help needed fast, I'm not good at physics, look at picture below ( I posted another page aswell, take a look on my profile) part #2
Answer:
I’d say the air outside the hemisphere is more free than from the inside of the hemisphere.
Explanation:
hope this help!
12 A car travels in a straight line at speed v along a horizontal road. The car moves
against a resistive force F given by the equation
F = 400+kv²
where F is in newtons, v in ms-1 and k is a constant.
At speed v = 15ms-1, the resistive force F is 1100 N.
a
Calculate, for this car:
i the power necessary to maintain the speed of 15ms-¹,
ii the total resistive force at a speed of 30 ms-¹,
iii the power required to maintain the speed of 30ms-¹.
Answer:
i) Power = Force * Velocity = 1100 * 15 = 16500 W = 16.5 kW(ii) Find the value of k first: F = 400 + k(15^2) k = 28/9 F = 400 +(28/9)(30^2) = 320
Explanation:
A turntable slows from an initial rate of 28.0 rad/s at a rate of 0.580 rad/s2. The turntable is a disk with a diameter of 40.0 cm and mass of 2.00 kg: The slowing of the turntable is due to a frictional force exerted 1.00 cm from the axis of rotation (a) Determine the magnitude of the tangential acceleration of a point on the edge of the turntable: m/s2 Determine the time it takes the turntable to come to rest_ (c) Determine the number of revolutions the turntable makes before stopping: revolutions (d) Determine the magnitude of the torque exerted on the turntable Nm (e) Determine the magnitude of the frictional force. Determine the magnitude of the initial angular momentum of the turntable_ kg m?/s
(a) The magnitude of the tangential acceleration of a point on the edge of the turntable is 0.290 m/s².
(b) The time it takes the turntable to come to rest is 48.3 s.
(c) The number of revolutions the turntable makes before stopping is 4.79 revolutions.
(d) The magnitude of the torque exerted on the turntable is 0.116 Nm.
(e) The magnitude of the frictional force is 0.116 N.
(f) The magnitude of the initial angular momentum of the turntable is 0.056 kg m²/s.
(a) The tangential acceleration can be calculated using the formula a = α × r, where α is the angular acceleration and r is the radius of the turntable. Given α = -0.580 rad/s² and r = 0.20 m (half of the diameter), we find a = 0.290 m/s².
(b) The time it takes for the turntable to come to rest can be determined using the equation vf = vi + at, where vf is the final velocity (zero in this case), vi is the initial velocity (28.0 rad/s), a is the acceleration (-0.580 rad/s²), and t is the time. Rearranging the equation, we have t = (vf - vi) / a = -28.0 rad/s / (-0.580 rad/s²) = 48.3 s.
(c) The number of revolutions the turntable makes before stopping can be found using the equation θ = ωi × t + 0.5 × α × t², where θ is the angle in radians, ωi is the initial angular velocity, t is the time, and α is the angular acceleration. Since ωi = 28.0 rad/s, α = -0.580 rad/s², and t = 48.3 s, we can calculate θ = 4.79 revolutions.
(d) The magnitude of the torque exerted on the turntable can be determined using the equation τ = I × α, where τ is the torque, I is the moment of inertia, and α is the angular acceleration. The moment of inertia for a disk rotating about its axis is given by I = (1/2) × m × r², where m is the mass of the disk and r is its radius. Substituting the given values, we find τ = 0.116 Nm.
(e) The magnitude of the frictional force can be calculated using the equation f = m × a, where f is the force, m is the mass, and a is the acceleration. Substituting the given values, we find f = 0.116 N.
(f) The magnitude of the initial angular momentum of the turntable can be calculated using the equation L = I × ω, where L is the angular momentum, I is the moment of inertia, and ω is the angular velocity. Substituting the given values, we find L = 0.056 kg m²/s.
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what is the volume (in cubic inches) of 3.4 lb of titanium?
The volume of 3.4 lb of titanium is approximately 20.84 cubic inches.
To determine the volume of 3.4 lb of titanium, we need to know the density of titanium. The density of a substance is defined as its mass per unit volume.
The density of titanium varies depending on its grade and specific form, but a commonly used value is around 4.51 grams per cubic centimeter (g/cm³) or 0.163 lb per cubic inch (lb/in³).
To find the volume, we can use the equation:
Volume = Mass / Density.
Converting the mass of titanium to grams:
3.4 lb * (453.59 g / 1 lb) = 1542.1066 g.
Now, we can calculate the volume:
Volume = 1542.1066 g / 4.51 g/cm³ ≈ 341.53 cm³.
To convert the volume to cubic inches:
Volume ≈ 341.53 cm³ * (0.06102 in³ / 1 cm³) ≈ 20.84 in³.
Therefore, the volume of 3.4 lb of titanium is approximately 20.84 cubic inches.
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You are handed another spring that is 0.50 m long. You hang the spring from a hook on the ceiling and attach a 0.75-kg mass to the other end of the spring. The stretched spring length is 0.65 m. What is the spring constant?
You are handed another spring that is 0.50 m long. You hang the spring from a hook on the ceiling and attach a 0.75-kg mass to the other end of the spring. The stretched spring length is 0.65 m. The spring constant will be 11.31 N
Hooke's law states that the strain of the material is proportional to the applied stress within the elastic limit of that material.
force = - k x
since , spring is hanged , gravitational force must be acting on it , in order to stretch the spring
mass * acceleration = - kx
0.75 * (-9.8) = - k (0.65)
k = 11.31 N/m
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Part A A thin, 54.0 cm long metal bar with mass 740 g rests on, but is not attached to, two metallic supports in a uniform magnetic field with a magnitude of 0.450 T, as shown in (Figure 1). A battery and a resistor of resistance 26.0 12 are connected in series to the supports. What is the largest voltage the battery can have without breaking the circuit at the supports? For related problem-solving tips and strategies, you may want to view a Video Tutor Solution of Magnetic force on a straight conductor.
The largest voltage the battery can have without breaking the circuit at the supports is 626.71 V.
The magnetic field on a current-carrying conductor is determined by the flow of current through the conductor and the distance from the carrier.
Voltage is the pressure exerted by an electrical circuit’s power source through a conducting loop to push charged electrons (“current”) through an electrical circuit to perform a function, such as turning on a light.
Given,
The length of the metal bar = 54.0 cm or 0.54 m
mass of the bar = 740 g or 0.74 kg
magnetic field acting perpendicular to the bar = 0.450 T
resistance = 26.0
Let the maximum potential in the battery be V and the current in the circuit be I. So
V= IR
V = 26×I
I = V/21
For the rod to be in its position the magnetic force on the rod must be equal to the weight. So
magnetic force = weight
B×I×L = mg
0.45 × V/21 × 0.54 m = 0.74 × 9.8
V = 626.71 V
Thus the largest voltage the battery can have without breaking the circuit at the supports is 626.71 V.
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Two identical loudspeakers, speaker 1 and speaker 2, are 2.0 m apart and are emitting 1700-Hzsound waves into a room where the speed of sound is 340 m/s. Consider a point 4.0 m in front of speaker 1, which lies along a line from speaker 1, that is perpendicular to a line between the two speakers. Is this a point of maximum constructive interference, a point of perfect destructive interference, or something in between?
PART a.Compute the path-length difference?r
part b. What is the wavelength of the sound waves emitted by the speakers?
For two identical loudspeakers emitting 1700-Hz sound waves, a point 4.0 m in front of speaker 1 is considered. The path-length difference between the two speakers is given by r = d sin(θ), and the given point is a point of maximum constructive interference.
As given in the question, Two identical loudspeakers, speaker 1 and speaker 2, are 2.0 m apart and are emitting 1700-Hz sound waves into a room where the speed of sound is 340 m/s.
Consider a point 4.0 m in front of speaker 1, which lies along a line from speaker 1, that is perpendicular to a line between the two speakers. The distance between the two speakers is 2.0 m.
To check for constructive interference or destructive interference, check for path difference. The sound waves coming out of the two speakers will have a path difference.
This path difference will depend on the angle made by the point with the line between the speakers. Let this distance be 'r'.
PART a.
The path-length difference 'r' can be given by: \(r = d sin θ\)
Here,d = distance between the two speakers = 2 m, sin θ = perpendicular distance from the point to the line between the speakers.
Therefore, \(sin θ = 4.0/√(2.0²+4.0²) = 0.89443r = 2 × 0.89443 = 1.78886 m\)
PART b.
The velocity of sound in air is given by
\(v = fλ\)
Where v = 340 m/s, and f = 1700 Hz
Substituting these values in the above equation, we get
\(λ = v/f = 340/1700 = 0.2 m\)
Hence, the wavelength of the sound waves emitted by the speakers is 0.2 m.
Since the path-length difference is equal to half the wavelength of the sound wave, the given point is a point of maximum constructive interference. Answer: Point of maximum constructive interference.
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Explain why there is a delay between the arrival of the sound transmitted through the steel pipe and the sound transmitted by the air in the pipe.
Answer: RATE ME AND MAKE ME BRAININESS AND THANK ME
Explanation:Sound waves are pressure waves that travel through Earth's crust, water bodies, and atmosphere. Natural sound frequencies specify the frequency attributes of sound waves that will efficiently induce vibration in a body (e.g., the tympanic membrane of the ear) or that naturally result from the vibration of that body.
Sound waves can potentiate or cancel in accord with the principle of superposition and whether they are in phase or out of phase with each other. Waves of all forms can undergo constructive or destructive interference. Sound waves also exhibit Doppler shifts—an apparent change in frequency due to relative motion between the source of sound emission and the receiving point. When sound waves move toward an observer the Doppler effect shifts observed frequencies higher. When sound waves move away from an observer the Doppler effect shifted observed frequencies lower. The Doppler effect is commonly and easily observed in the passage of planes, trains, and automobiles.
The speed of propagation of a sound wave is dependent upon the density of the medium of transmission. Weather conditions (e.g., temperature , pressure, humidity , etc.) and certain geophysical and topographical features (e.g., mountains or hills) can obstruct sound transmission. The alteration of sound waves by commonly encountered meteorological conditions is generally negligible except when the sound waves propagate over long distances or emanate from a high frequency source. In the extreme cases, atmospheric conditions can bend or alter sound wave transmission.
The speed of sound in steel is about 17 times as fast as it's speed in air.
Naturally, when a sound starts out at one end of a pipe, it reaches the other end thru the steel before it reaches the other end thru the air in the pipe.
The longer the pipe is, the longer will be the delay between the arrival of the two sounds at the other end.
Energy balance worksheet
What statement describes a way electromagnetic waves are different from mechanical waves
Answer:
electromagnetic waves can travel through a vacuum where as mechanical waves have to have a medium to travel
Explanation:
Question 12 of 15
If nitrogen, which has an electronegativity of 2.0, bonds with hydrogen, which
has an electronegativity of 2.1, the bond between the two atoms will be
classified as a(n)
covalent bond.
Answer here
SUBMIT
Answer:
Covalent bond.
Explanation:
There are 4 main types of bonds:
Covalent, ionic, metallic, and hydrogen.
Covalent bond: Involves the sharing of pairs of electrons, here the difference between the electronegativity of the atoms is not too large. Covalent bonds usually form an octet of electrons.
Ionic bond: This happens because the electrostatic attraction between the atoms whit very different electronegativities
Hydrogen bond: Electrostatic attractive force between an electronegative atom and a hydrogen atom covalently bonded to another electronegative atom.
Metallic bond: Type of bond that makes the metallic atoms to stay really tightly together. The atoms bond because of the electrostatic atractive force between conduction electrons and positively charged metal ions.
Now, in this case, we have the bond between Nitrogen (electronegativity = 2.0) and Hydrogen (electronegativity = 2.1)
So we can see that:
The elements are not metals, so we can discard metallic bond.
For a hydrogen bond, we need 3 atoms (one of which is hydrogen), here we have two, so we can discard this option.
Ionic bond needs different electronegativities, here the electronegativities are really close together, so the ionic bond can be discarded.
we can conclude that the bond will be a covalent bond.
acceleration can occur when a car is moving at a constant speed. what must cause this acceleration?
what minimum horizontal force f, applied at the top of a solid cylinder of mass 8.9 kg and radius 0.22 m, will just allow it to roll up over a step of height 0.14 m? (see diagram provided.)
The minimum horizontal force, F, required to allow the solid cylinder to roll up over a step can be determined by considering the energy conservation and the conditions for rolling without slipping. By applying the principles of work and energy, as well as the torque and rotational motion equations, the minimum force can be calculated.
To calculate the minimum horizontal force required, we can consider the conservation of energy. At the bottom of the step, the cylinder has both kinetic energy and gravitational potential energy. As it rolls up the step, the potential energy is converted into rotational kinetic energy.
The minimum force required is the one that just provides enough energy to overcome the gravitational potential energy and allow the cylinder to reach the top of the step. This force must provide both translational motion (to overcome the step's height) and rotational motion (to prevent slipping).
The condition for rolling without slipping is given by the equation τ = Iα, where τ is the torque, I is the moment of inertia, and α is the angular acceleration. For a solid cylinder rolling without slipping, the moment of inertia is I = (1/2)mr^2, where m is the mass of the cylinder and r is its radius.
By combining the energy conservation equation with the torque equation and solving for the minimum force, we can find the value of F required to allow the cylinder to roll up the step.
Therefore, to determine the minimum horizontal force, the specific values for the mass of the cylinder, the radius, and the height of the step need to be provided in order to perform the calculations and find the exact value.
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A person on earth notices a rocket approaching from the right at a speed of 0.77c and another rocket approaching from the left at 0.65c. What is the relative speed between the two rockets, as measured by a passenger on one of them
The relative speed between the two rockets, as measured by a passenger on one of them, is 0.08c (where c is the speed of light).
According to the theory of relativity, the relative velocity between two objects moving at high speeds cannot be simply calculated by adding their velocities. Instead, we need to use the relativistic velocity addition formula:
\(v = (v1 + v2) / (1 + v1*v2/c^2)\)
where v1 and v2 are the velocities of the two rockets as observed by the person on Earth, and c is the speed of light.
Let's say the person on Earth is facing towards the approaching rocket from the right, so they measure its velocity as v1 = 0.77c. They also measure the velocity of the rocket approaching from the left as v2 = -0.65c (since it's moving in the opposite direction).
Substituting these values into the formula, we get:
\(v = (0.77c - 0.65c) / (1 - (0.77c * -0.65c)/c^2)\)
\(v = 0.12c / (1 + 0.50)\)
\(v = 0.08c.\)
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A student decides to make some extra money during a snow day. As the neighborhood kids are outside sledding, the student offers to pull the students to the top of the hill for one dollar per ride. The sled-puller noticed that it was taking more time to pull older children to the top than with the younger children even though they were pulling with the same force.
Explain why some kids took longer to pull to the top of the hill then other kids despite pulling with the same force. Be sure to address the following for 2 points each:
Identify the formula used to calculate the force of each pull up the hill.
Identify what was different about the older children compared to the younger children that affected the trips up the hill
Explain how this demonstrates Newton's Second Law of Motion
Answer: 5.5 mass
Explanation: The force of gravity pulling the car up the hill = 5.5
350L 125kpa decreased to 2.00l
Answer:
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State two devices that transfer heat out of a cool environment into a warm environment
Answer:
Heat pump
Refrigerators
Explanation:
Some devices like heat pump and refrigerators used transfers of thermal energy in a cool region to warm other region.
These types of devices used for transferring heat energy by thermal conduction method.