Home
Class 11
MATHS
Let N be the number of triplets (x, y, ...

Let N be the number of triplets `(x, y, z)` where `x, y, z in [0, 2pi]` satisfying the inequality `(4 + sin 4x) (2 + cot^2 - y) (1 + sin ^4+ z) < 12 sin ^2 - z.` Find the value of `N/2.`

Promotional Banner

Similar Questions

Explore conceptually related problems

Let N be the number of triplets (x,y,z) where x,y,z in[0,2 pi] satisfying the inequality (4+sin4x)(2+cot^(2)-y)(1+sin^(4)+z)<12sin^(2)-z Find the value of (N)/(2)

Let x, y, z be elements from interval [0, 2 pi] satisfying the inequality ( 4 + sin 4 x) ( 2 + cot^(2) y) ( 1 + sin^(4 )z) le 12 sin ^(2) z then

Let x, y, z be elements from interval [0,2pi] satisfying the inequality (4+ sin 4 x )(2+ cot^(2) y)(1+ sin^(4) z) le 12 sin^(2) z , then

Let x, y, z be elements from interval [0,2pi] satisfying the inequality (4+ sin 4 x )(2+ cot^(2) y)(1+ sin^(4) z) le 12 sin^(2) z , then

Let x, y, z be elements from interval [0,2pi] satisfying the inequality (4+ sin 4 x )(2+ cot^(2) y)(1+ sin^(4) z) le 12 sin^(2) z , then

Let x, y, z be elements from interval [0,2pi] satisfying the inequality (4+ sin 4 x )(2+ cot^(2) y)(1+ sin^(4) z) le 12 sin^(2) z , then

Let x, y, z be elements from interval [0,2pi] satisfying the inequality (4+ sin 4 x )(2+ cot^(2) y)(1+ sin^(4) z) le 12 sin^(2) z , then

The number of orded 4-tuples (x,y,z,w) where x,y,z,w in[0,10] which satisfy the inequality 2^(sin^(2)x)xx3^(cos^(2)y)xx4^(sin^(2)z)xx5^(cos^(2)w)ge120, is

The number of orded 4-tuples (x,y,z,w) where x,y,z,w in[0,10] which satisfy the inequality 2^(sin^(2)x)xx3^(cos^(2)y)xx4^(sin^(2)z)xx5^(cos^(2)w)ge120, is