Question

Write a quadratic function with leading coefficient 1 that has roots of 39 and p.

Answer 1

(x-39)(x-p)=0
x^2 -39x -px +39p = 0
x^2 -(39+p)x +39p = 0

Answer 2

The quadratic equation is $x^2 -(39+p)x +39p = 0$.

Given that,

• The co-efficient 1 contains the roots of 39 and p.
• We need to write the quadratic equation.

Based on the above information, the equation should be

$(x-39)(x-p)=0\\\\x^2 -39x -px +39p = 0$

$x^2 -(39+p)x +39p = 0$

Therefore we can conclude that the quadratic equation is $x^2 -(39+p)x +39p = 0$.

Learn more: brainly.com/question/24169758