Question
Find the maximum value of (8sin A + 6cos
A).Solution
Maximum value of (asin P + bcos P) = β(aΒ² + bΒ²)
Here, 'a' = 8 and 'b' = 6
Therefore, required value = β(8Β² + 6Β²) = β(64 + 36) = β100
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