does this equation have 1 solution, or infnite solutions
5 answers
To determine the number of solutions, the equation must be provided. Without the equation, it is not possible to determine if it has 1 solution or infinite solutions.
−3(−2x+8)=
6x−24
6x−24
To solve the equation −3(−2x+8) = 6x−24, we first simplify both sides:
−3(−2x+8) = 6x−24
6x−24 = 6x−24
We see that both sides of the equation are equal, which means that the original equation −3(−2x+8) = 6x−24 has infinitely many solutions.
−3(−2x+8) = 6x−24
6x−24 = 6x−24
We see that both sides of the equation are equal, which means that the original equation −3(−2x+8) = 6x−24 has infinitely many solutions.
the equasion is
−3(−2x+8)=6x−24
−3(−2x+8)=6x−24
To solve the equation −3(−2x+8) = 6x−24, we will distribute the -3 on the left side and simplify:
−3*(-2x+8) = 6x−24
6x - 24 = 6x−24
We see that both sides of the equation are equal, which means that the original equation −3(−2x+8) = 6x−24 has infinitely many solutions.
−3*(-2x+8) = 6x−24
6x - 24 = 6x−24
We see that both sides of the equation are equal, which means that the original equation −3(−2x+8) = 6x−24 has infinitely many solutions.