please solve the sum
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Answer:Hi ,
Here I am using ' A ' instead of theta .
cos A + sinA = √2 cosA ( given )
=> ( cos A + sinA )² = ( √2 cosA )²
=> cos²A + sin²A + 2cosAsinA = 2cos²A
=> sin²A = 2cos²A - cos²A - 2cosAsinA
=> sin²A = cos²A - 2cosAsinA
=> sin²A + sin²A = sin²A + cos²A - 2cosAsinA
=> 2sin²A = ( cosA - sinA )²
=> √2 sinA = cosA - sinA
Therefore ,
cosA - sinA = √2sinA
Hence proved.
: )
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