In a triangle ABC AB / BC = 1/2. Find the sinA / sinC ratio.

To solve this, we use the theorem of sines for a triangle.

The sides of a triangle are proportional to the sines of opposite angles.

AB / SinC = BC / SinA.

AB * SinA = BC * SinC.

Let’s express the attitude of the parties.

AB / BC = SinC / SinA.

SinC / SinA = 1/2.

SinA / SinC = 2.

Answer: The ratio SinA / SinC = 2.



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