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Find extreme value of cosx + cosy + cos(x+y) |
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Answer» Also, we know that cos function attains its max value 1 at 0 radians. so, x = y = 0
Hence, the maximum value of cos x + cos y + cos (x+y) = 1 + (1)+1=3 Thus, the maximum value of cos x + cos y + cos (x+y) = 3 We know that the cos function attains its minimum value as -1 at π radians.
Thus, the minimum value of cos x + cos y + cos (x + y) = -1 + (-1 ) +1 = -1 Also, we know that cos function attains its max value 1 at 0 radians. so, x = y = 0
Hence, the maximum value of cos x + cos y + cos (x + y) = 1 + (1 )+1 = 3 Thus, the maximum value of cos x + cos y + cos (x + y) = 3 and minimum value = -1 |
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