In a triangle XYZ, ∠Y is right angle, XZ = 17 m and YZ = 15 cm, then find(i) sin X (ii) cos Z (iii) tan X
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In a triangle XYZ, angle Y is right angle.
So, Hypotenuse is XZ=17cm
YZ=15cm
Pythagoras theorem says:
XZ^2=XY^2+YZ^2
XY^2=17^2-15^2
XY^2=64
= > XY=8cm
Sin X= Opposite side of angle X / Hypotenuse
=YZ/XZ
Sin X = 15/17
Cos Z =Adjacent side of angle Z / / Hypotenuse
=YZ/XZ
Cos Z = 15/17
Tan X = Opposite side of angle X / Adjacent side of angle X
=YZ/XY
Tan X = 15/8
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