Question

Which of the following is a solution for x/4 > 10?

x = 40
x = 37
x = 29
x = 47

Answer 1

Answer:40

Explanation:

Answer 2

Answer:
`x>40`

Explanation:

For this exercise it is important to remember the Multiplication property of inequality. This states that:

If
`c>0` and
`a>b`, then
`ac>bc`

If
`c>0` and
`a<b`, then
`ac<bc`

If
`c<0` and
`a>b`, then
`ac<bc`

If
`c<0` and
`a<b`, then
`ac>bc`

Then, given the following inequality:

`(x)/(4)>10`

You need to apply Multiplication property of inequality and multiply both sides of the inequality by 4.

Then, the solution is:

`((x)/(4))(4)>(10)(4)\\\\x>40`