Question

If all of be the simple the side lengths of a triangle had a length of 1 what would be the simplified laws of sines be?

Answer 1

sin A = sin B = sin C

Explanation:

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Answer 2

sin A = sin B = sin C

Explanation:

The sine rule is a law which relates all the three sides of a triangle with the sine of their opposite angles in the triangle. Given a triangle with a side of a and an opposite angle of A, side b with opposite angle B and side c with opposite angle C. The sine rule is given as:

`(sin(A))/(a)=(sin(B))/(b)=(sin(C))/(c)`

Given that all the side of the triangle have a length of 1, that is a = b = c = 1, hence the equation becomes:

`(sin(A))/(1)=(sin(B))/(1)=(sin(C))/(1)\\\\sin(A)=sin(B)=sin(C)`