Which equation is correct?

triangle acb, angle c is a right angle, angle b measures g degrees, angle a measures h degrees, segment ac measures x, segment cb measures y, and segment ab measures z

sin h° = y ÷ x
sin h° = x ÷ y
tan h° = y ÷ x
tan h° = x ÷ y

The correct equation is sin h° = y ÷ x.

We have to determine, the correct statement equation for the given condition.

According to the question,

Triangle ACB, angle C is a right angle,

Angle B measures g degrees, angle A measures h degrees,

Segment AC measures x, segment CB measures y, and segment AB measures z.

Therefore,

Sine is the ratio of the length of the side that is opposite that angle to the length of the longest side of the triangle (the hypotenuse).

Then, In Triangle ACB, angle C is a right angle,

And segment AC measures x, segment CB measures y,

And,

The tangent of an angle is the trigonometric ratio between the adjacent side and the opposite side of a right triangle containing that angle.

Segment CB measures y, and

Segment AB measures z.

Hence, The correct statement is sin h° = y ÷ x.

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The answer is probably sin h°= y÷x. This is because of the angles if C is a right triangle then BA cannot be x÷y. Then, if the answer is tan then it will not make a triangle.