In in a triangle ABC, angle B = pi/3
and Sin(A) Sin(C) = y
Fin the set of all possible values of y

Question

In in a triangle ABC, angle B = pi/3 and Sin(A) Sin(C) = y Fin the set of all possible values of y

Vijay Mukati · Answer

HInt. Since A + B + C = 180. Therfore, A+ B = 120 and A &ndash; C = 2(60 &ndash; C). Use the formula for 2SinASinC and substitute of above values. Thanks.

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In in a triangle ABC, angle B = pi/3 and Sin(A) Sin(C) = y Fin the set of all possible values of y

In in a triangle ABC, angle B = pi/3
and Sin(A) Sin(C) = y
Fin the set of all possible values of y

1 Answers

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In in a triangle ABC, angle B = pi/3 and Sin(A) Sin(C) = y Fin the set of all possible values of y

In in a triangle ABC, angle B = pi/3and Sin(A) Sin(C) = yFin the set of all possible values of y

1 Answers

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In in a triangle ABC, angle B = pi/3
and Sin(A) Sin(C) = y
Fin the set of all possible values of y