Question

Solve the inequality and explain the stores for the two questions below:
3a - 4 < 5

n/-3 + 5 > 4

Answer 1

Answer:

a < 3

n < 3

Step-by-step explanation:

We will solve each inequality one by one.

Solve first inequality :

3a - 4 < 5

add 4 both the side

3a < 9

divide 3 both the side

a < 3

Solve second inequality:

$\frac{n}{-3} + 5 > 4$

subtract 5 both the side

$\frac{n}{-3} > -1$

now multiply by -3 both the side and reverse the inequality sign

n < (-3)*(-1)

n < 3

That's the final answer. I hope it will help you.