Answer:
A = 32.2° , B=52.8°
Step-by-step explanation:
Solve for degree B.[tex]tan(B)=\frac{B}{A} \\tan(B)=\frac{15}{11.4} \\[/tex]
B = tan^-1(15/11.4)
B = 52.8°
Two options to solve for degree A.
180° - 90° - B° = A°
A = 32.2°
Or
A = tan^-1 (11.4/15)
A = 37.2°
