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4 votes
49.95m+100<53.95m solve for m

User Aral
by
7.8k points

2 Answers

5 votes

Answer:

m > 25

Explanation:

Isolate the variable m
49.95m - 100 < 53.95m

-49.95 -49.95

100 < 4m

Then divide 4 from each side

100/4 < 4m/4

m > 25

User Brubs
by
8.3k points
1 vote

Answer: m>25

Step-by-step explanation:


To solve the inequality 49.95m + 100 < 53.95m, let's first isolate the variable m.
We can start by subtracting 49.95m from both sides of the inequality: 49.95m + 100 - 49.95m < 53.95m - 49.95m

Simplifying the left side: 100 < 4m Next, divide both sides of the inequality by 4 to solve for m: 100/4 < 4m/4

Simplifying: 25 < m So, the solution to the inequality 49.95m + 100 < 53.95m is m > 25.
This means that any value of m greater than 25 will make the inequality true.

For example, if m = 26, then: 49.95(26) + 100 < 53.95(26) 1298.7 + 100 < 1403.7 1398.7 < 1403.7

Since 1398.7 is indeed less than 1403.7, the inequality holds true for m > 25.

User Njzhxf
by
8.0k points