A horse exerts a force of 500N in pulling a cart at a speed of 15 m/s.The power spent by horse is * 7500 W 750W 33.33W 33.3W
Answers
Provided that:
- Force = 500 Newton
- Speed = 15 mps
To calculate:
- The power
Solution:
- The power = 7500W
Using concept:
- Power formula
Using formula:
Where, P denotes power, F denotes force and v denotes speed.
How this formula derived!?
Required solution:
»»» Power = force × speed
»»» P = Fv
»»» P = 500 × 15
»»» P = 7500 Watts
»»» Power = 7500 Watts
- Therefore, the power spent by horse is 7500 W. Henceforth, option (a) is correct.
Know more:
Answer:
Force = 500 Newton
Speed = 15 mps
To calculate:
The power
Solution:
The power = 7500W
Using concept:
Power formula
Using formula:
{\small{\underline{\boxed{\pmb{\sf{P \: = F \times v}}}}}}P=F×vP=F×v
Where, P denotes power, F denotes force and v denotes speed.
How this formula derived!?
\begin{gathered}:\implies \sf Power \: = \dfrac{Work \: done}{Time} \\ \\ :\implies \sf Power \: = \dfrac{Force \times displacement}{Time} \\ \\ :\implies \sf Power \: = Force \times Velocity \\ \\ {\pmb{\sf{Henceforth, \: derived!}}}\end{gathered}:⟹Power=TimeWorkdone:⟹Power=TimeForce×displacement:⟹Power=Force×VelocityHenceforth,derived!Henceforth,derived!
Required solution:
»»» Power = force × speed
»»» P = Fv
»»» P = 500 × 15
»»» P = 7500 Watts
»»» Power = 7500 Watts
Therefore, the power spent byhorse is 7500 W. Henceforth,option (a) is correct.
Know more:
\begin{gathered}\begin{gathered}\boxed{\begin{array}{c}\\ {\pmb{\sf{Some \: formulas!}}} \\ \\ \sf \star \: Power \: = \dfrac{Work \: done}{Time} \\ \\ \sf \star \: Time \: = \dfrac{Work \: done}{Power} \\ \\ \sf \star \: Power \times Time = Work \: done \end{array}}\end{gathered}\end{gathered}Someformulas!Someformulas!⋆Power=TimeWorkdone⋆Time=PowerWorkdone⋆Power×Time=Workdone