If tan A=3/2,then find the other trigonometry ratio of angle A
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Answer:
tan A=3/2
cot A=2/3
Step-by-step explanation:
1+tan^2theta=sec^theta
1+(3/2)^2=sec^2theta
1+9/4=sec^2theta
4+9/4=sec^2theta
sec theta=√13/2
sec theta=1/cos theta
cos theta =1/√13/2=2/√13
sin^ 2theta +cos^ theta=1
sin^2theta=1-cos^theta
sin^2theta=1-4/13
=13-4/13
= 9/13
sin theta=√9/√13
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