Given that the triangle is a right triangle, where x is the side opposite the given angle and y is the longest sides (hypotenuse).
The given side length which is the adjacent = 14 feet.
Given angle, Θ = 25 degrees
Let's solve for x and y.
To find x, use the formula below:

Thus, we have:

To solve for y, use pythagoras theorem:
![\begin{gathered} y=\sqrt[]{6.5^2+14^2} \\ \\ y=\sqrt[]{42.25+196} \\ \\ y=\sqrt[]{238.25} \\ \\ y=15.44\text{ ft} \end{gathered}](https://img.qammunity.org/2023/formulas/mathematics/college/93n7o64gy1fx3gaso36vpnup6xp126jik7.png)
To find the perimeter of the right triangle, use the formula below:

Where z = 14 ft
Now input values into the formula:

The perimeter is 35.9 ft
ANSWER:
x = 6.5 ft
y = 15.4 ft
Perimeter = 35.9 ft