EllipseHard
Question
The number of values of c such that straight line y = 4x + c touchhes the curve
+ y2 = 1 is
+ y2 = 1 is Options
A.0
B.2
C.1
D.∞
Solution
For rllipse, condititon of tangency is c2 = a2m2 + b2
Given line is y = 4x + c and curve
+ y2 = 1
⇒ c2 = 4 × 42 + 1 = 65
⇒
Given line is y = 4x + c and curve
+ y2 = 1⇒ c2 = 4 × 42 + 1 = 65
⇒

Create a free account to view solution
View Solution FreeMore Ellipse Questions
The eccentric angles of the extremities of latus rectum of the ellipse = 1 are given by -...The graph of the equation r2 = is a conic (where (r, θ) denotes the polar coordinates of the point) whose eccentric...From the point (λ, 3) tangents are drawn to = 1 and are perpendicular to each other then λ =...If |z - 3 - i| + |z - 1 - 3i| = 3, then locus of z in argand plane is -...An ellipse is such that the length of the talus rectum is equal to the sum of the lengths of its semi principal axes. Th...