Sure, here's a real-world inequality problem using the inequality x > 95:
Problem: A clothing store is having a sale on designer jeans. The original price of a pair of jeans is $120. Maria has a budget of $200 to spend on jeans. She wants to know how many pairs she can afford while staying within her budget.
Solution: Let x represent the number of pairs of jeans Maria can afford. The sale price of each pair of jeans is $25 less than the original price. To find the maximum number of pairs Maria can purchase, we need to solve the inequality:
25x > 200
Now, let's solve the inequality:
25x > 200
Divide both sides of the inequality by 25:
x > 8
So, Maria can afford to buy up to 8 pairs of jeans while staying within her budget.
25+x>120 -25 - 25 -25 from 120 and you will get x>95. can you create a real world inequality problem for this
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