Condition for Polynomial with repeated roots

Use Rollle's theorem to find the condition for the polynomial equation f(x)=0 to have a repeated real roots, Hence, or otherwise prove that the equation.

Condition of Common Roots

Condition of Common Roots

Let f(x) be a cubic polynomial such that x=1 is a repeated root of order 2 and x=(5)/(3) is a point of local Minima.If int_(0)^(1)f(x)dx=(-7)/(12) then

Find a polynomial with sum of roots as 7 and product of roots as 3.

A quadratic polynomial with two distinct roots has one real root. Then, the other root is

Draw the Graph of the Polynomial when roots of the polynomial is given.

Finding square root through repeated subtraction

Definition OF Algebraic expression||Polynomial||zero polynomial||Degree OF polynomial||Types OF polynomial||Value/zero/roots OF polynomial||Relationship between roots or coefficient || Discussion OF Worksheet-2