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Draw the graph of sixn x cos x tan x...

Draw the graph of sixn x cos x tan x cosec cotx in the region `[-pi,3pi]`

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The correct Answer is:
`(##AKS_NEO_CAO_MAT_XI_VIA_P02_C05_E03_001_A01##)`
`(##AKS_NEO_CAO_MAT_XI_VIA_P02_C05_E03_001_A02##)`
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Knowledge Check

  • int x cosec x Cotx dx =

    A
    xcosecx - log `| tan ""(x)/(2)| + c`
    B
    `-`xcosecx + log `| tan ""(x)/(2)| + c`
    C
    xcosecx - 2log `| tan ""(x)/(2)| + c`
    D
    xCotx + log `|tan ""(x)/(2)|+ c`

  • If sin x + cos x + tan x + cot x + sec x + cosec x = 7, 0 lt x lt pi//2 and sin = 2x=a-b sqrt(7) then (a, b in Z^(+))

    A
    a = 8
    B
    b = 22
    C
    a = 22
    D
    b = 8

  • The number of solutions of the equation cos 6 x + tan^(2) x + cos 6 x tan ^(2) x = 1 , in the interval [0, 2 pi] is

    A
    4
    B
    5
    C
    6
    D
    7

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    Draw the graph of cosec x in (-3pi //2 , 3pi //2)

    Draw the graphs of the following : y^(2) = x^(2) tan^(2) "" ( pi )/( 4)

    If |tan x| = tan x + (1)/(cos x) and x in [0, 2pi] , find the value of x.

    The period of cos x cos(pi//3 +x) cos(pi//3-x) is

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