Question

Solve the inequality.

14c<8
1
4
c
<
8

c > 12

c < –4

c < 32

c > 32

Answer 1

The correct answer is
`c<(4)/(7)`.

Explanation:

We are given the following inequality which we are to solve:

`14 c < 8`

Since it is a very simple inequality so we just need to take the coefficient of c to the other side of the inequality in order to keep the variable at one side and the numerical values at one side.

So we are left with:

`c<(14)/(8)`

`c<(4)/(7)`

Answer 2

Answer:
`c<(4)/(7)`

Explanation:

1. You have the following inequality given in the problem above:

`14c<8`

2. To solve the inequality shown in the problem, you only need to divide both sides of the inequality by 14.

3. Therefore, you obtain that the solution of the inequality
`14c<8` is the following:

`c<(8)/(14)`

4. Simplifying, you obtain:

`c<(4)/(7)`