A car weighing 500kg climbs up a hill of slope 1 in 49 with a velocity of 36 KMPH. If the frictional force is 50N,the power delivered by the engine
DON'T POST UNNECESSARY ANSWERS
IF ANY ONE GAVE CORRECT ANSWER I WILL MARK AS BRAINLIEST
#ANSWER QUICK#
Answers
Answer:
1500 watts.
Explanation:
work done = F x V
rest in derived in annex
Given: A car weighing 500kg climbs up a hill of slope 1 in 49 with a velocity of 36 KMPH. If the frictional force is 50N
To find: the power delivered by the engine
Solution: we are given that car is climbing on a hill on which frictional force is acting
So we can say that force acting on the car along the hill in a downward direction will be
F = mgsin¢ + Fs
Here m is mass of the car, ¢ is the angle of the hill, Fs is frictional force acting on it
We also know that P= FV
here P is power delivered by the engine of the car, F is force acting on it, V is velocity with which car is climbing
P = ( 500×10×1/50 + 50) 36×5/18
P= 1500Watt
Therefore, total Power delivered by the engine will be 1500Watt.