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AAKASH SERIES-PERIODICITY EXTREME VALUES AND GRAPHS -EXERCISE-II
- The period of |sin x + cos x| is
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- If n in N , and the period of (cos nx)/(sin(x//n)) is 4pi , then n=
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- The period of cosx cos (120^(0) - x) cos (120^(0) + x) is
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- The period of |sin x| . | cosx | is
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- The period of |cot x| + |cos x| + | tan x|+ | sin x | is
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- The period of ((1)/(3))^(sinx) + ((1)/(3))^(cos x) is
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- The period of 3x - [3x] is (where [.] denote greatest integer ...
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- The period of Sin(x-[x]) is
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- The period of Sin (sinx ) + Sin (Cosx) is
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- Let f(x ) =cos sqrt(p) x. where p = [a] (integral part ). If the p...
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- The period of sin (pix )/( n ) - cos ((pi x)/( n+1)) is
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- The maximum value of (3 ) /( 5 sin x-12 cos x+19) is
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- The minimum value of 2 cos x - 3 cos^(2) x +5 is
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- The range of cos^(2) x + sin^(4) x is
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- The minimum value of Sinx ((1-cos x)/(sin x) + (sin x)/( 1-cos x)) ...
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- if sqrt(3) sin x + cosx is maximum then x=
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- Statement I : Minimum value of (3 sn theta -4 cos theta ) ( 3 cos ...
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- Match the following
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- Asserton (A ) : 2^(sin theta) + 2 ^(cos theta) le 2^(1-(1)/(sqrt(2)) ...
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- Assertion (A ) : The maximum value of 2 cos^(2) theta + sqrt(5) cos ...
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