Concept explainers
To write inequality equation.
Answer to Problem 5.1.2.22P
83- x 25 L can gave maximum of 57 stamps to S
When L gave minimum 25 stamps to S
Then L have (83-25) =58 stamps
When L gave maximum of 57 stamps to S
Then L have (83-57)=26 stamps
Explanation of Solution
Given information:
L has 83 stamps
L gave at least 25 stamps to S
Calculation:
Let x be the number of stamps L gave to S
Total stamps=83
Then, inequality
83- x 25
Substracting 83 both sides of inequality
83- x-83 25-83
On solving,
- x 58
Multiplying by -1 both sides of inequality
x 58
L can gave maximum of 57 stamps to S
When L gave minimum 25 stamps to S
Then L have (83-25)=58 stamps
When L gave maximum of 57 stamps to S
Then L have (83-57)=26 stamps
Chapter ISG Solutions
Algebra 1, Homework Practice Workbook (MERRILL ALGEBRA 1)
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