Lazy Worker?

A worker used 650 N 650N constantly for 2 2 minutes in an attempt to move a mountain, but unfortunately for them, t h e \mathbf{\color{#D61F06} the} m o u n t a i n \mathbf{\color{#D61F06} mountain} r e m a i n e d \mathbf{\color{#D61F06} remained} s t a t i o n a r y \mathbf{\color{#D61F06} stationary} . How much work did they do? \\

A s s u m p t i o n s \mathbf{\large Assumptions} \: A n d \mathbf{\large And} \: D e t a i l s : \mathbf{\large Details:} \\ \cdot Answer in Joules ( newton-metres ) \\ \cdot Round the answer to the nearest integer


The answer is 0.

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4 solutions

The formula for work is W {\color{#D61F06} W} = {\color{#D61F06} =} F {\color{#D61F06} F} × {\color{#D61F06} \times} d {\color{#D61F06} d} . If the object receiving force (the mountain) does not move, there is no work done, as x x × \times 0 0 = = 0 0 . If there is no work done, then there are no Joules of work, hence the answer is 0 \boxed{{\color{#20A900} 0}} . \\

In the equation, assume 'W' is work, 'F' is force applied, and 'd' is the distance the object moves.

Callie Ferguson
Jun 11, 2020

A great metaphor for how my life is going right now. "You tried, but you technically didn't do any work." Lol

Work done = = Force applied × \times Displacement in the direction of force

Since Displacement in the direction of force = 0 =0 ,

Work done = = 650 N 650 N × \times 0 0 = 0 =\boxed{0}

Mahdi Raza
Jun 9, 2020

Work = Force × Displacement \text{Work }= \text{ Force } \times \text{ Displacement }

Here the displacement is 0 0 , thus the Work done will also be 0 \boxed{0}

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