hey guys please answer my question and I'll mark u brainliest
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cosA +sinA = √2cosA
squaring
⇒(cosA + sin A)² = (√2cosA)²
⇒cos²A + sin²A + 2sinAcosA = 2cos²A
⇒1 - sin²A + 1 - cos²A + 2sinAcosA = 2cos²A
⇒2 - 2cos²A = cos²A + sin²A - 2sinAcosA
⇒2(1 - cos²A)= (cosA - sinA)²
⇒ cosA - sinA = √[2sin²A]
⇒cosA-sinA = √2sinA
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squaring
⇒(cosA + sin A)² = (√2cosA)²
⇒cos²A + sin²A + 2sinAcosA = 2cos²A
⇒1 - sin²A + 1 - cos²A + 2sinAcosA = 2cos²A
⇒2 - 2cos²A = cos²A + sin²A - 2sinAcosA
⇒2(1 - cos²A)= (cosA - sinA)²
⇒ cosA - sinA = √[2sin²A]
⇒cosA-sinA = √2sinA
hope this helps you
please follow me
1402Aryan1402:
instead of converting sin^2@+cos^2@ into 1 . i converted sin^2@ into 1-cos^2@ and cos^2@into 1-sin^2@
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HERE IS YOUR ANSWER NO NEED OF ANY SQUARING,SIMPLE ,
HOPE IT HELPS YOU.
HOPE IT HELPS YOU.
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