Question

A piano is hanging by a rope. Beside it are two vectors. The vector pointing upward is longer and labeled F Subscript T Baseline = 6,000 N. The second vector is downward and labeled F Subscript g Baseline = 5,500 N.
What is the net force acting on the piano?

Answer 1

The net force acting on the piano is 500N

When is two vectors Parallel ?

There will be parallel vectors when two vectors are moving in the same direction or opposite direction.

Given that a piano is hanging by a rope. Beside it are two vectors. The vector pointing upward is longer and labeled $F_{T}$ = 6,000 N. The second vector is downward and labeled $F_{g}$ = 5,500 N which will be negative because it will be acting downward.

Let the net force be $F_{N}$. Then,

$F_{N}$ = $F_{T}$ + $F_{g}$

$F_{N}$ = 6000 - 5500

$F_{N}$ = 500 N

Therefore, the net force acting on the piano is 500N

Learn more about Net Force here: brainly.com/question/11556949

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