Asked by Jessi
Joey weighs 77 lb and sits on a seesaw at a distance of 30 inches from the fulcrum. Jenny
weighs 67 lb and sits on the opposite side of the seesaw at a distance of 48 inches from the
fulcrum. Mikey weighs 30 lb and wants to play but doesn’t know where to sit in order to make
the seesaw exactly balance. On whose side and how far away from the fulcrum should he sit?
weighs 67 lb and sits on the opposite side of the seesaw at a distance of 48 inches from the
fulcrum. Mikey weighs 30 lb and wants to play but doesn’t know where to sit in order to make
the seesaw exactly balance. On whose side and how far away from the fulcrum should he sit?
Answers
Answered by
MathMate
Take moments about the fulcrum, and assume Mikey sits on Joey's side. If the distance turns out negative, go to the other side.
=====J=======M=======Δ=======Jen======
Take moments about the fulcrum, clockwise=positive
67*48 - (77*30 + 30*x ) = 0
Solve for x
=====J=======M=======Δ=======Jen======
Take moments about the fulcrum, clockwise=positive
67*48 - (77*30 + 30*x ) = 0
Solve for x
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