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In $\triangle{XYZ}$, $\angle{Z}=90^{\circ}$, $\cos{Y}=\frac{7}{25}$, and $XY=25$. What is $\tan{X}$?

 Apr 20, 2021

Best Answer 

 #1
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Cos Y = adjecent side / hypotenuse = 7 / 25

 

If XY = 25, then YZ=7, and using Pythagorean theorum, we know that XZ = 24

tan X = opposite side / adjecent side = $\boxed{\dfrac7{24}}$

 Apr 20, 2021
 #1
avatar+507 
+1
Best Answer

Cos Y = adjecent side / hypotenuse = 7 / 25

 

If XY = 25, then YZ=7, and using Pythagorean theorum, we know that XZ = 24

tan X = opposite side / adjecent side = $\boxed{\dfrac7{24}}$

SparklingWater2 Apr 20, 2021

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