Writing an Inequality

A number x plus 5 is less than 6.

• $x\ +\ 5\ \le\ 6$

• $x\ +\ 5\ >\ 6$

• $x\ +\ 5\ <\ 6$

• $x\ +\ 5\ \ge\ 6$

7 more than y is no more than 8

• $7\ \le\ \ y\ -8$

• $7\ +\ y\ \le\ 8$

• $7\ -\ y\ \ge\ 8$

• $7\ +\ y\ <\ 8$

A number p subtracted from 6 is no less than 9

• $p\ -\ 6\ \le9$

• $6\ -\ p\ \ge9$

• $p\ -\ 6\ \ge9$

• $p\ +\ 9\ <6$

5 plus t is more than 10.

• $5\ +\ t\ <\ 10$

• $5+t\le10$

• $5+t>10$

• $5+t\ge10$

A number y minus 12 is no less than 18

• $y-12\ge18$

• $y+12>18$

• $y-12<18$

• $y-12\le18$

18 minus a number w is more than 15

• $18\ -\ w\ =\ 15$

• $18\ -\ w\ >15$

• $18-15\ >\ w$

• $18\ -\ w<15$

A number y multiplied by 4 is more than 6

• $y\ +4\ >6$

• $4y\ >6$

• $4\div y\ge6$

• $y\ \times\ 4\ <\ 6$

A number h divided by 3 is no less than 6.

• $\frac{h}{3\ }<6$

• $\frac{h}{3}\ge6$

• $\frac{h}{3}\le6$

• $6\ <\frac{h}{3}$

12 is no more than 6 plus a number d.

• $12\le6+d$

• $12\ \ge d+6$

• $12\ >6+d$

• $12\ <6+d$

8 is more than a number y divided by 9

• $8\ \ge\frac{y}{9}$

• $8\ <\frac{y}{9}$

• $8>\frac{y}{9}$

• $8\ \le\frac{y}{9}$