To solve the inequalities and equations presented, let’s tackle them one by one:
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Solving the inequality \( ax - 44 < 15 \):
First, isolate \( ax \): \[ ax < 15 + 44 \] \[ ax < 59 \]
So, the solution to the inequality is: \[ ax < 59 \]
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Solving the equation \( ax + 15 = 44 \):
Again, isolate \( ax \): \[ ax = 44 - 15 \] \[ ax = 29 \]
So, the solution to the equation is: \[ ax = 29 \]
Summary of Solutions
- For the inequality \( ax - 44 < 15 \), the solution is \( ax < 59 \).
- For the equation \( ax + 15 = 44 \), the solution is \( ax = 29 \).
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