if cosec Q = 2/1, show that cot Q + sinQ/ 1+cosQ=2
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Answer:
Step-by-step explanation:
Given cosec Q =2
Cosec Q =2=H/P
Using Pythagoras theorem
B=√P-H
B= √(2)^2-(1)^2
B = √ 4-1
B =√3
Cot + sin/1+cos=2
√3+1/2=√3+1/2/2+√3/2
1+√3/2
√3+1/2+√3
2√3+3+1 / 2+√3
2√3+4 / 2+√3
2(√3+2) / 2+√3
√3+2 cansalout
It left only 2
Hence the answer of this question is 2
Hope it helpful to you
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