Amount of force a motor can make in 35s

In summary: That's how scientists do it!In summary, the electric motor exerts a force of .5 N on the elevator, which lifts it 17.5 m in 35s.
  • #1
PsychoSya
1
0

Homework Statement


An electric motor develops 65kW of power as it lifts a loaded elevator 17.5 m in 35s. How much force does the motor exert?
Acceleration: .5

Homework Equations


F equals mass times acceleration

The Attempt at a Solution


Ok so I tried to find mass but when the equation was m equals N divided m/s(squared) but there isn't a weight there. Also I tried the force equation but I can't do that without mass...
[/B]
 
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  • #2
PsychoSya said:

Homework Statement


An electric motor develops 65kW of power as it lifts a loaded elevator 17.5 m in 35s. How much force does the motor exert?
Acceleration: .5

Homework Equations


F equals mass times acceleration

The Attempt at a Solution


Ok so I tried to find mass but when the equation was m equals N divided m/s(squared) but there isn't a weight there. Also I tried the force equation but I can't do that without mass...[/B]
Power is measured in units of watts, which is a derived unit in the SI system. You are given a distance traveled by the elevator and a time in which to do this, which suggests a certain velocity for the elevator. Is there a formula for power which you can derive that uses force and velocity. Hint: look at the units of each quantity.
 
  • #3
PsychoSya said:

Homework Statement


An electric motor develops 65kW of power as it lifts a loaded elevator 17.5 m in 35s. How much force does the motor exert?
Acceleration: .5

Homework Equations


F equals mass times acceleration

The Attempt at a Solution


Ok so I tried to find mass but when the equation was m equals N divided m/s(squared) but there isn't a weight there. Also I tried the force equation but I can't do that without mass...[/B]
Don't be put off by such matters. Just invent an unknown m for the mass and see if you can get enough equations to eliminate it later.
 

FAQ: Amount of force a motor can make in 35s

What is the amount of force a motor can make in 35 seconds?

The amount of force a motor can make in 35 seconds depends on several factors such as the type of motor, its power rating, and the load it is required to move. Therefore, there is no specific answer to this question without knowing these details.

How does the power rating of a motor affect the amount of force it can make in 35 seconds?

The power rating of a motor directly affects the amount of force it can make in a given time. Motors with higher power ratings can generate more force in a shorter amount of time compared to motors with lower power ratings.

Does the load being moved affect the amount of force a motor can make in 35 seconds?

Yes, the load being moved by a motor has a significant impact on the amount of force it can make in 35 seconds. Heavier loads require more force to move, so a motor may not be able to generate the same amount of force in the given time if the load is heavier.

Can the amount of force a motor can make in 35 seconds be increased?

Yes, the amount of force a motor can make in 35 seconds can be increased by increasing its power rating, optimizing its design, or using additional mechanisms like gears to increase its torque.

How do I calculate the amount of force a motor can make in 35 seconds?

The amount of force a motor can make in 35 seconds can be calculated by dividing the work or load to be moved by the time (35 seconds). However, this calculation may vary depending on the specific motor and load being used.

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