Question

Solve the inequality and graph 2(-6n-5)<-3(4n+2)thanks! ​

Answer 1

Answer:

All real numbers are solution for the inequality.

Step-by-step explanation:

Given expression:

$2(-6n-5)$

Solving the inequality.

Using the distribution.

$(2(-6n))+(-2(-5)$

$-12n-10$

Adding $12n$ to both sides.

$-12n+12n-10$

We have,

$-10$

The above statement is always true and thus the inequality has all real number solutions.

The number line graph for the inequality can be shown.