if tan(A-B)=7by24,tanA=4by3 wherea,b is acute then A+B=
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Answer:
Step-by-step explanation:
tan(A-B)=7/24
tanA=4/3
tan(A-B)=tanA-tanB/(1+tanAtanB)
7/24=(4/3)-tanB/(1+(4/3)tanB))
7(1+(4/3)tanB)=24*(4/3)-24tanB
7+28/3tanB=32-(24)tanB
25=(28/3+24)tanB
25=(100/3)tanB
tanB=3/4
tan(A+B)=tanA+tanB/(1-tanAtanB)
=(4/3)+(3/4)/(1-1)
=infinity
so A+B=90
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