Question

If A>0,B>0 and A + B = pie/3. Then the maximum value of tanA tan? ​

Answer 1

Answer:

$➜\sf\red{Answer:-}$

Since, A + B = pi/3 and we know product of terms is maximum when values

are equal. .'. (tan A . tan B) is maximum when A = B =

pi/6.

$y = \tan( \frac{x}{6} ) \tan( \frac{x}{6} ) = \frac{1}{3}$

$<marquee>hope this will help u.... mark it as branlist ❤️_follow me_❤️ </marquee>$