Question

Help for geometry asap

Answer 1

Given:

Four lines are marked proportion, the length of TW can be determined by

$TW=a+4+b$

Value of a:

Let us set the proportion for the given lines.

Thus, we have;

 $\frac{a}{7}=\frac{4}{5}$

$5a=28$

 $a=5.6$

Thus, the value of a is 5.6

Value of b:

Let us set the proportion for the given lines.

Thus, we have;

 $\frac{4}{5}=\frac{b}{5}$

$20=5b$

 $4=b$

Thus, the value of b is 5.

Length of TW:

The length of TW is given by

$TW=5.6+4+4$

$TW=13.6$

Thus, the length of TW is 13.6