Question

Help Me! ASAP! What are all the possible values of a and b that make the equation 12x+24=ax+b have no solution?​

A. a = 12,b=any number other than 24
B. a = 12, b = nonzero x-term
C. a = 24, b= any number than 12
D. a = 12, b = 24​

Answer 1

To make the equation 12x + 24 = ax + b have no solution, a must be equal to 12 and b must be equal to 24.

Step-by-step explanation:

To make the equation 12x + 24 = ax + b have no solution, we need to make the coefficients of x on both sides equal. This means that a must be equal to 12. Additionally, in order to eliminate the x terms, the coefficients of x on both sides must also be equal, resulting in b = 24. Therefore, the possible values of a and b that make the equation have no solution are a = 12 and b = 24.

Answer 2

A. a = 12, b = any number other than 24