Answer:
The value of cotθ is √2−1.
Step-by-step explanation:
here,
sin theta + cot theta = √2cos(90°-theta)
sin theta + cos theta = √2sin theta {since,cos(90°-theta)=sin theta}
dividing both sides by sin theta,
sin theta/sin theta + cos theta/sin theta = √2sin theta/sin theta
1+cot theta = √2
cot theta = √2-1
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Verified answer
Answer:
The value of cotθ is √2−1.
Step-by-step explanation:
here,
sin theta + cot theta = √2cos(90°-theta)
sin theta + cos theta = √2sin theta {since,cos(90°-theta)=sin theta}
dividing both sides by sin theta,
sin theta/sin theta + cos theta/sin theta = √2sin theta/sin theta
1+cot theta = √2
cot theta = √2-1