Question

solve for the value of e. (3e + 2)° 55° answer e =

Explanation:

Step1: Set up equation

Since the two angles are complementary (sum to 90°), we have the equation $(3e + 2)+55=90$.

Step2: Simplify left - hand side

Combine like terms: $3e+2 + 55=3e + 57$. So, $3e+57 = 90$.

Step3: Isolate the term with e

Subtract 57 from both sides: $3e=90 - 57$.
$3e=33$.

Step4: Solve for e

Divide both sides by 3: $e=\frac{33}{3}$.

Answer:

$e = 11$