0000:00:00:00:00Start36Number 36ExplanationIf angles AAA and BBB satisfy the system of equations 2tanA+tanB=42 \tan A + \tan B = 42tanA+tanB=4tanA−3tanB=−172\tan A - 3 \tan B = -\frac{17}{2}tanA−3tanB=−217 Then tan(2A+B)\tan(2A + B)tan(2A+B) equals....−139-\frac{13}{9}−913−119-\frac{11}{9}−911−1-1−1−79-\frac{7}{9}−97−59-\frac{5}{9}−95
36Number 36ExplanationIf angles AAA and BBB satisfy the system of equations 2tanA+tanB=42 \tan A + \tan B = 42tanA+tanB=4tanA−3tanB=−172\tan A - 3 \tan B = -\frac{17}{2}tanA−3tanB=−217 Then tan(2A+B)\tan(2A + B)tan(2A+B) equals....−139-\frac{13}{9}−913−119-\frac{11}{9}−911−1-1−1−79-\frac{7}{9}−97−59-\frac{5}{9}−95
