Answer:
This equation has one solution.
Let's solve to prove this:
x/4 = -6
multiply both sides by 4 since inverse operation of division is multiplication
*4 *4
x = -24
There is no other value of x to fulfill this equation.
There are many examples that you can use as a value of x that makes the equation false when substituted.
Anything other than -24, will make the equation false.
Let's pick a random number.
12 for example.
If we plug this solution into the equation, the result will not be true.
x/4 = -6
Substitute:
(12)/4 = -6
3 = -6
This is NOT true, so:
3 ≠ 6
A value of x that makes the equation false is 12, which when substituted into this equation and simplified makes the equation turn into 3 = 6.
Now, they want us to find another example (to make this easier, just use numbers that can be divisible by 4, but REMEMBER that it should be a value OTHER than -24!)
Let's pick 8 for example.
If we plug this solution into the equation, the result will not be true.
x/4 = -6
Substitute:
(8)/4 = -6
2 = -6
This is NOT true, so:
2 ≠ 6
A value of x that makes the equation false is 8, which when substituted into this equation and simplified makes the equation turn into 2 = 6.