7
and \sin B=\frac{45}{53}sinB=
53
Mathematics, 05.02.2022 07:10 tay9122
If \cos A = \frac{7}{25}cosA=
25
7
and \sin B=\frac{45}{53}sinB=
53
45
and angles A and B are in Quadrant I, find the value of \tan(A+B)tan(A+B).
Answers: 1
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You know the right answer?
If \cos A = \frac{7}{25}cosA=
25
7
and \sin B=\frac{45}{53}sinB=
53
7
and \sin B=\frac{45}{53}sinB=
53
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