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Solve one-step linear inequalities: multiplication and division

d

\frac{d}{3} < 2

z

\newline

5z \geq 10

u

\frac{u}{2} \leq 2

m

3m \geq 9

z

\newline

4z \geq 8

q

2q < 4

v

5v \geq 10

r

\frac{r}{2} < 4

s

\newline

2s < 8

w

\newline

2w < 8

v

2v < 8

b

3b > 9

n

\frac{n}{4} < 2

y

\frac{y}{4} \leq 2

q

2q \leq 10

t

\newline

3t > 9

v

\newline

3v > 6

k

\newline

\frac{k}{3} \geq 2

m

\newline

\frac{m}{2} \leq 2

n

\newline

\frac{n}{3} \geq 2

z

\newline

2z < 8

k

\newline

5k \geq 10

q

\newline

\frac{q}{2} \leq 3

k

\newline

\frac{k}{5} \geq 2

d

\frac{d}{2} \geq 5

p

\newline

\frac{p}{5} > 2