Debbie weighs 96 pounds and Denise weighs 120 pounds. They are seated at opposite ends of a seesaw. Debbie and Denise are 16.5 feet apart, and the seesaw is balanced. How far is Debbie from the fulcrum?

Step-by-step explanation:

Let d be Debbie's distance from the fulcrum.  Then Denise's is (16.5 - d) ft.

Torque is measured in (distance)(force).  Here, that'd be (distance)(weight).

Here:

96d = 120(16.5 - d), or    96d = 1980 - 120d

Adding 120d to both sides yields:

216d = 1980, so that d = 9 1/6 ft.  This is how far Debbie sits from the fulcrum

Denise sits  (16 1/2 ft - 9 1/6 ft) from the fulcrum:  This works out to 7 1/3 ft.  Her being heavier requires that she sit closer to the fulcrum than Debbie.

Debbie sits 9 1/6 ft from the fulcrum, and Denise 7 1/3 ft.

i found two solutions,   n = 2 • ± √3 = ± 3.4641

step-by-step explanation:

the diver is 33 feet below the surface.

step-by-step explanation:

hope this