Question
Solve the following inequality for cc. Write your answer in simplest form.
2, c, minus, 10, is less than, 3, c, minus, 9
2c−10<
3c−9
2, c, minus, 10, is less than, 3, c, minus, 9
2c−10<
3c−9
Answers
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Answered by
GPT 3.5
To solve this inequality, we need to isolate the variable c on one side of the inequality.
Starting with 2c - 10 < 3c - 9, we can first move the c terms to one side by subtracting 2c from both sides:
-10 < c - 9
Next, we can isolate the c term by adding 9 to both sides:
-1 < c
Therefore, the solution to the inequality is: c > -1
Starting with 2c - 10 < 3c - 9, we can first move the c terms to one side by subtracting 2c from both sides:
-10 < c - 9
Next, we can isolate the c term by adding 9 to both sides:
-1 < c
Therefore, the solution to the inequality is: c > -1
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