Question

What is the answer help quick

Answer 1

Answer: infinitely many solutions

Step-by-step explanation: they're the same function they just look different

Answer 2

infinitely many solutions

Explanation:

Let's solve the equation to determine the number of solutions:

`\sf -(1)/(4)(8x + 12) = -(1)/(2)(4x + 6)`

First, distribute the constants inside the parentheses:

`\sf -(1)/(4)8x -(1)/(4)12= -(1)/(2)4x - (1)/(2)6`

`\sf -2x - 3 = -2x - 3`

Now, subtract
`\sf -2x` from both sides:

`\sf -3 = -3`

The equation simplifies to
`\sf -3 = -3`, which means the left side and the right side are identical. In this case, both sides are always equal, regardless of the value of
`\sf x`. This implies that the equation has infinitely many solutions.

Therefore, the correct answer is: infinitely many solutions.