Jayla Christensen

2022-06-28

How do you solve and graph $m-4<3$ ?

sleuteleni7

Beginner2022-06-29Added 28 answers

Step 1

$m-4<3$

Add 4 to both sides.

$m<7$

When you graph inequalities, you generally graph them as an equality (in this case $m=7$ ) on a number line especially if you're variable is not x or y and then shade the side that satisfies your inequality (in this case, numbers smaller than 7).

In this graph, I put m on the x-axis and graphed this inequality.

$m-4<3$

Add 4 to both sides.

$m<7$

When you graph inequalities, you generally graph them as an equality (in this case $m=7$ ) on a number line especially if you're variable is not x or y and then shade the side that satisfies your inequality (in this case, numbers smaller than 7).

In this graph, I put m on the x-axis and graphed this inequality.

taghdh9

Beginner2022-06-30Added 6 answers

Step 1

Add 4 to both sides of the inequality:

$m<7$

Since we didn't multiply or divide by a negative number that direction of the inequality remains unchanged.

Add 4 to both sides of the inequality:

$m<7$

Since we didn't multiply or divide by a negative number that direction of the inequality remains unchanged.

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