In triangle FGB, o, o, while in triangle XYZ, o and o. Form XYZ write down the ratio equal to (frac{FG}{FH})

**A.**

(frac{YX}{ZX})**B.**

(frac{YX}{YZ})**C.**

(frac{ZX}{YZ})**D.**

(frac{YZ}{XY})

##### Correct Answer: Option D

##### Explanation

The two triangles are similar

(frac{FG}{YZ}) = (frac{FH}{XY}) = (frac{GH}{YZ}) = (frac{FG}{FH}) = (frac{YZ}{XZ})