Trigonometric EquationHard
Question
If the angle θ between the line 
and the plane 2x - y + √λ z + 4 = 0 is such that sin θ = 
the value of λ is
and the plane 2x - y + √λ z + 4 = 0 is such that sin θ = the value of λ is Options
A.
B.
C.
D.
Solution
Angle between line and normal to plane is
cos
where θ is angle between line & plane
⇒ sin θ =
⇒
cos
where θ is angle between line & plane⇒ sin θ =
⇒
Create a free account to view solution
View Solution FreeMore Trigonometric Equation Questions
If 3 sin α = 5 sin β, then =...Let n be an odd integer. If sin nθ = , for every value of θ, then...If dx Ax Blogsin(x - α) +C, then value of (A, B) is...The most general value of q which satisfies both the equations tanπ = √3 and cosec θ = − is -...sin-1[Tan x] = l Then {l} is equal to :-Where [ ] and { } denotes integer and fractional part of x...