For the expression `1/(sin^6x+cos^6x)` a.maximum value is `4` b. minimum value is `1` c. maximum value is`6` d. minimum value is `1/2`

consider the expression 3^(sin^(6)x)+3^(cos^(6)x) find the minimum value.

If the maximum value of cos(cos x) is a and minimum value is b, then

The minimum value of sin x+cos x-1 is

Maximum and minimum values of sin x-cos x+5 are

Write the maximum and minimum values of cos(cos x)

What is the minimum value of 6x+(1)/(9x)

If A=4sin theta+cos^(2)theta, then which of the following is not true? (a) maximum value of Ais5.(b)minimum value of Ais-4(c) maximum value of A occurs when sin theta=(1)/(2) (d) Minimum value of A occurs when maximum value of sin theta=1

the ratio of maximum and minimum value of 2-cos x+sin^(2)x is:

Find the maximum and minimum values of f(x)=(1-x)+|x|

Find the maximum and minimum values of sin^(6)x + cos^(6)x .