Question

student belcher, cash
properties of parallelograms
solve for the unknown
variable (x).
answer: round to whatever you
see in the problem.
ok

Explanation:

Step1: Use property of parallelogram

In a parallelogram, opposite sides are equal. So \(TU = SV\). Also, consecutive angles in a parallelogram are supplementary. But here, since \(TU = 16x - 3\) and if we assume \(TU\) is equal to the side of length \(93\) (assuming the value from the other side of the parallelogram which is not shown but in standard parallelogram problems with such expressions \(16x-3\) and a numerical value for the opposite side).

Step2: Solve the equation

Set up the equation \(16x-3=93\). Add \(3\) to both sides: \(16x=93 + 3=96\). Then divide both sides by \(16\): \(x=\frac{96}{16}=6\).

Answer:

\(x = 6\)