Home
Class 11
MATHS
The maximum value of 5costheta+3cos(thet...

The maximum value of `5costheta+3cos(theta+pi/3)+` is:

Promotional Banner

Similar Questions

Explore conceptually related problems

The maximum value of 5costheta+3cos(theta+pi/3)+3 is:

The maximum value of 5 cos theta +3 cos (theta + pi/3)+3 is :

The maximum value of 5 cos theta +3 cos (theta + (pi)/(3)) +3 is a)5 b)11 c)10 d) -1

The maximum value of 5 cos theta + 3 cos ((pi)/(3)+ theta ) + 3 is-

The maximum values of 3 costheta+5sin(theta-(pi)/(6)) for any real value of theta is:

The maximum values of 3 costheta+5sin(theta-(pi)/(6)) for any real value of theta is:

The maximum values of 3 costheta+5sin(theta-(pi)/(6)) for any real value of theta is:

The maximum values of 3 costheta+5sin(theta-(pi)/(6)) for any real value of theta is:

Prove that the value of 5 costheta+3 cos(theta+pi/3) lies between -7 and 7.