The required polar form p = 1/3 √10cosθ^2 + 1/3 √10 sinθ^2
3x^2+3y^2=10
What is equation of the circle?
Equation of the circle is given by x^2+ y^2 = r^2
polar form of circle
x = r cos θ
y = r sin θ
(3rcosθ)^2 + (3rsinθ)^2 = 10
9r^2 ( cos θ^2 + sinθ^2 ) = 10
9r^2 = 10
r^2 = 10/9
r = 1/3 √10
p = 1/3 √10cosθ^2 + 1/3 √10 sinθ^2
Thus the required polar form of equation can be given as
p = 1/3 √10cosθ^2 + 1/3 √10 sinθ^2
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