If `(y-3)` is a factor of `y ^(3) - 2y ^(2) - 9y+ 18` then find the other two factors.

Divide 3y ^(3) + 2y ^(2) + y by 'y' and write division face

If f(2x + 3y, 2x-3y)=4xy , then find the value of f(x,y)

Common factors of 6xy, 9y^2

Factorize 6xy + 12y^(2)

Divide 3y^3 + 2y^2 + y by 'y' and write division fact.

Observe the following statements: A: Integrating factor of (x + 2y^(3)) (dy)/(dx) = y " is " (1)/(y) R: Integrating factor of (dx)/(dy) + P(y) x = Q (y) " is " e^(int p(y)dy) Then the true statement among the following is

Show that x^(2) + y^(2) -6x -9y +13 =0, x^(2) +y^(2) -2x -16y =0 touch each other . Find the point of contact and the equation of common tangent at their point of contact.