find the value of four trigonometic function of cos r =½,r lies in third quadrant
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Answer:
Step-by-step explanation:
cos r=1/2=Base/hypotenuse
So base=1
hypotenuse =2
So height=√2²-1²=√4-1= √3
In third quadrant only cos and sec are positive others are negative
Hence sin r =- ht/hypo=- √3/2
tan r =-base/ht= -1/ √3
cot r=- √3
sec r=1/cosr=1/12=2
cosec r=- hyp/ht=-2/ √3
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