Home
Class 12
MATHS
If A+B=pi/3 where A, B > 0, then minimum...

If `A+B=pi/3` where `A, B > 0,` then minimum value of `sec A + sec B` is equal to

A

`4/sqrt3`

B

`8/sqrt3`

C

6

D

None of these

Text Solution

Verified by Experts

The correct Answer is:
A
Promotional Banner

Similar Questions

Explore conceptually related problems

The minimum value of a sec x+b cos ecx, is

If A and B are two angles satisfying 0ltA,Blt(pi)/(2)and A+B=(pi)/(3), then the minimum value of sec A+sec B is

If the value of sec B + tan B = r , then the value of sec B - tan B is equal to :

If A>0,B>0 and A+B=(pi)/(6), then the minimum value of tan A+tan B is

The minimum value of a sec x+b cos ecx,0

The minimum value of a^2sec^2x+b^2cosec^2x,0ltaltb ,is

If a>0,B>0 and A+B=(pi)/(6), then the minimum value of tan A+tan B is

If 0<=A,B,C<=pi and A+B+c=pi than the minimum value of sin3A+sin3B+sin3C is

In a Delta ABC , the minimum value of sec^(2). (A)/(2)+sec^(2). (B)/(2)+sec^(2). (C)/(2) is equal to

If x+y=2 alpha then minimum value of sec x+sec y is (x,y in(0,(pi)/(2)))( a) 2cos alpha (b) cos2 alpha(c)2sec alpha