Home
Class 11
MATHS
The value of the expression (tan^2 20^0-...

The value of the expression `(tan^2 20^0-sin^2 20^0)/(tan^2 20^0+sin^2 20^0)` is__________

Promotional Banner

Similar Questions

Explore conceptually related problems

The value of the expression (tan^(2)20^(0)-sin^(2)20^(@))/(tan^(2)20^(0)+sin^(2)20^(@)) is

tan20^(0)+4 sin20^(0)=

The value of (tan^(2)20^(@)-sin^(2)20^(@))/(tan^(2)20^(@).sin^(2)20^(@)) is

The value of (tan^(2)20^(@)-sin^(2)20^(@))/(tan^(2)20^(@).sin^(2)20^(@)) is

The value of (tan^(2)20^(@)-sin^(2)20^(@))/(tan^(2)20^(@).sin^(2)20^(@)) is

The value of the expression tan^(6) 20^(@) - 33 tan^(4) 20^(@) + 27 tan^(2) 20^(@) is

(2cos 40^0-cos 20^0)/(sin 20^0)=

tan20^(@)+4sin20^(@)