Thursday
May 23, 2013

Homework Help: Math

Posted by Shonvier on Tuesday, March 6, 2012 at 11:27am.

Two children sit on a seesaw that is 14 ft long. One child weighs 95 lb, and the other child weighs 69 lb. If x is the distance of the 69-pound child from the fulcrum when the seesaw balances, state the value of each of the other variables in the lever-system formula F1x = F2(d – x), and solve for that distance. (Round your answers to two decimal places.)

No one has answered this question yet.

Answer this Question

First Name:
School Subject:
Answer:

Related Questions

Kinesiology - Joey weighs 77 lb and sits on a seesaw at a distance of 30 inches ...
Algebra - Two children balance on opposite ends of a seesaw. One child weighs 45...
physics - A playground seesaw is exactly 3.00 m long. A little girl who weighs ...
physics - Two children seat themselves on a seesaw, the one on the left has a ...
math - 1. Two children balance a see-saw in horizontal equilibrium. One weighs ...
math - 1. Two children balance a see-saw in horizontal equilibrium. One weighs ...
math - 1. Two children balance a see-saw in horizontal equilibrium. One weighs ...
Physics - A 437.7 N child and a 237.1 N child sit on either end of a 2.5 meter ...
Physics - A 450.8 N child and a 101.0 N child sit on either end of a 2.2 m long ...
Physics - A 450.8 N child and a 101.0 N child sit on either end of a 2.2 m long ...

For Further Reading

Search
Members
Community