CBSE Class 10 Answered
Solve - sinA^4+cosA^4+1=2sinA^2
Asked by Nganesh101 | 02 Jan, 2020, 11:48: AM
To solve: sin4A+cos4A+1=2sin2A
![sin to the power of 4 A plus cos to the power of 4 A plus 1 equals 2 sin squared A
rightwards double arrow sin to the power of 4 A plus cos to the power of 4 A plus 1 equals sin squared A plus sin squared A
rightwards double arrow sin to the power of 4 A plus cos to the power of 4 A plus 1 equals sin squared A plus 1 minus cos squared A
rightwards double arrow sin to the power of 4 A plus cos to the power of 4 A equals sin squared A minus cos squared A
rightwards double arrow sin squared A open parentheses sin squared A minus 1 close parentheses plus cos squared A open parentheses cos squared A plus 1 close parentheses equals 0
rightwards double arrow sin squared A cos squared A plus cos squared A open parentheses cos squared A plus 1 close parentheses equals 0
rightwards double arrow cos squared A open parentheses sin squared A plus cos squared A plus 1 close parentheses equals 0
rightwards double arrow 2 cos squared A equals 0
rightwards double arrow 1 plus cos 2 A equals 0
rightwards double arrow A equals fraction numerator cos to the power of negative 1 end exponent open parentheses negative 1 close parentheses over denominator 2 end fraction equals straight pi over 2](https://images.topperlearning.com/topper/tinymce/cache/52e6453f730f0ed8c8178da163d2add1.png)
Answered by Renu Varma | 06 Jan, 2020, 13:04: PM
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