Solve the following inequalities, representing each solution on a number line. $-2a+43$ \(3\left(

Question

Solve the following inequalities, representing each solution on a number line. $-2a+4>3$ $3\left( 1-b \right)\ge b$ $2\left( 3-c \right)\le 5\left( c+2 \right)$ $\frac{5}{3}d-13\(\frac{1}{2}e+9\le \frac{1}{4}\left( 6e-7 \right)$ $\frac{f-2}{3}-\frac{f+5}{4}>1$

Accepted Answer

(a) $a35$.

Solving a Range of Linear Inequalities and Representing Solutions on a Number Line

Solving a Range of Linear Inequalities and Representing Solutions on a Number Line

Video Solution:

Solution:

Solution locked