Due to a poorly designed foundation, the statue at point A siowly

slides down a grass$-$covered slope. To prevent further slip, a cable is

attached from the statue to point $B,$ and another cable is attached

from the statue to point $C.$ The statue weighs $980$ lb $,$ and assume the

surface on which the statue rests to be frictionless. Given that $BC=24$

ft$.$

NOTE: This is a multi$-$part question. Once an answer is submitted, you

will be unable to return to this part.

Determine the minimum tensile strength each cable must have, and the magnitude of

the reaction between the statue and the slope.

The minimum tensile strength of cables $AB$ and $AC$ and the magnitude of the reaction

between the statue and the slope are as follows:

$F_{AB}=$

Ib $($Round the final answer to one decimal place.$)$

$F_{AC}=$

Ib $($Round the final answer to one decimal place.$)$

$R=$

Ib $($Round the final answer to the nearest whole number.$)$