If the sum of root of a Quadratic equation is 6 and their product is 6 then find the equation
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5
Answer:
Step-by-step explanation:
let the polynomial be p(x) whose sum of roots is 6 and product of roots is 6
the polynomial is represented by
k(x²-(sum of the roots)x+(product of the roots))
k(x²-6x+6)
so the equation is x²-6x+6 whose sum of roots is 6 and product of roots is 6
Answered by
0
Answer:
the equation for the root is x^-6x+6
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