The maximum value of `y=a cos x+b sin x` is

a⋅sin(x) + b⋅cos(x) = C⋅cos(x + α)

Maximum Minimum for Trigonometric Functions 3 Cos x + 5 Sin (x - pi/6) SSC CGS Test

For two functions f(x) = 2 sin x + 2 sqrt(3) cos x and g(x) = a sin x + b cos x. Find positive a, b.

If `y=(sin(x+a))/(sin(x+b)),a!=b`, then `y` is

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If `y=a cos m x-b sin m x`, then the value of `(d^(2)y)/(dx^(2))` is -

If `a sin x+b cos(c+x)+b cos(c-x)=alpha, alpha gt a`, then the minimum value of `|cos c|` is :

Integral of 1/cos(x+a)cos(x+b), 1/sin(x-a)sin(x-b)|NCERT_Micsellaneous Exercise_Class 12_Question_11

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