Question

If quadratic equation x-(m+1) x + 6 -0 has one root as x = 3, find the value
of m and the other root of the equation.​

Answer 1

Answer:

Given that x-[m+1]x+6=0

and x=3 is the root of above quadratic equation

Step-by-step explanation:

put x=3 in the above equation

⇒(3)-[m+1](3)+6 = 0

⇒3-3m-3+6 = 0

⇒0-3m=-6

⇒m=2

∴m = 2

THE QUADRATIC EQUATION =x-3x+6=0

and other root is

SORRY I DIDN'T GET IT!!!