Power is the rate at which you do work. You expend more power when you
1. do the same work for a longer time.
2. do less work for a longer time.
3. do the same work for a shorter time.
4. do more work over a shorter distance.
5.do the same work over longer distance.
We know power means ratio of work done to to time. Now power and time is inversely proportional if work done is constant. So if time will decrease power will increase.
So, expend more power when,
3. Do the same work for a shorter time.
Power is the rate at which you do work. You expend more power when you 1....
Power is the rate at which you do work. You expend more power when you a.do more work over a shorter distance. b.do the same work for a longer time. c.do the same work over longer distance. d.do the same work for a shorter time. e.do less work for a longer time.
If one motor has three times as much power as another, then the smaller power motor: A. can do the same work in the same time B. can do the same work in three times the time C. can never do the same work as the large motor D. can do the same work in one-third the time Which of the following is always true about the magnitude of a displacement? A. It is less than the distance traveled B....
If you just stand still on an escalator (moving stairway), it takes 20 seconds for it to carry you up one floor, about 5 meters. But if you walk up, you get to the top of the escalator in only 12 seconds. (a) How much work does the escalator do in lifting you up to the next floor, it you just stand there? (b) How much if you walk up the escalator? (c) Some people expect the answer in part...
SHOW WORK/Explain (need help in bold) Weight in N = 600N Weight in lbs. = 132lb 2. Before doing any measurements, estimate how much force your hands are applying to the ground when doing a push up. Estimated Force applied by both hands to the ground = 200 Newton. 3. Measure how much force your hands actually apply to the ground by one for each hand. Put one hand on the force plate, and another on a book or books...
4) Suppose you observe a star that is three times as hot as the sun, but also three smaller in radius than the sun. a) What is the wavelength at which its spectrum peaks? Is that wavelength shorter or longer than that of the sun? b) How much more (or less) power (ie., luminosity or energy per time) is it emitting in total, compared to the sun?
Machine A performs an amount of work, W, in a time, t, and generates a power, P Machine B performs an amount of work, 2W, in a time, 2t. What power is generated by machine B? ○ 4P O P P/2 2P QUESTION 2 10 B A man pushes a wheelbarrow at an angle of 31 0 to the horizontal (0) with a force of 217 N. If the wheelbarrow moves a distance of 34.5 m across the horizontal ground,...
QUESTION 10 Power, P, is defined as the rate at which work, W, is done, or the work divided by the time, t, over which that work occurs: P = W / t. Starting from rest, at the bottom of a flight of stairs, what is the power output for a person of mass 55 kg who runs up a flight of stairs of height 3.0 m and reaches the top of the stairs, in a time of 3.0 s,...
When you push a door closer to the hinges, why does it open more slowly? because you are closer to the center Now choose from one of the following options Why? a) It opens slowly, because the lever arm is shorter so the torque is large b) It opens slowly because the lever am is longer so the torque is large. c It opens slowly, because the lever asi is shorter so the torque is less. Comes from 9.2 The...
Question 5Which one of the following statements is correct? 1) The payback period ignores the time value of money. 2) A longer payback period is preferred over a shorter payback period. 3) The payback rule states that you should accept a project if the payback period is less than one year. 4) The payback rule is biased in favor of long-term projects. 5) The payback period considers the timing and amount of all of a project's cash flows. Question 6A firm has $6 Billion in debt...
Power in the rate at which work is done or energy is transformed. That is, Power= Energy/Time Use the energy found above and the time measured during the demonstration to calculate the power developed in the eruption. Starting Mass 4.6 lbs Max height 41 inches Time of Eruption 3.35 sec Final Mass after Eruption: 1.7 lbs Amount of Mass that left the bottle during Eruption 2.9lbs Please help me answer the above question with the results from the experiment.