Question

Find out any two values of m so that the roots of x2 + mx - 24 = 0 are integers and write those equations.

give me answer plz​

Answer 1

Answer:

please mark as brainlist please

Answer 2

Answer:

m=2and 1p

m=2&10

Step-by-step explanation:

• m =2
• m =2x
• m =2x 2
• m =2x 2 +2x−24=0
• m =2x 2 +2x−24=0x
• m =2x 2 +2x−24=0x 2
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0m=10
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0m=10x
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0m=10x 2
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0m=10x 2 +10x−24=0
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0m=10x 2 +10x−24=0x
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0m=10x 2 +10x−24=0x 2
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0m=10x 2 +10x−24=0x 2 +12x−2x−24=0
• m =2x 2 +2x−24=0x 2 +6x−4x−24=0(x+6)(x−4)=0m=10x 2 +10x−24=0x 2 +12x−2x−24=0(x+12)(x−2)=0