Explanation Given Information: The provided facts are: Total cost of items is $ 300 . Total number of items is 500 . Cost per calendar is $ 0.75 . Cost per date book is $ 0.50 . Formula used: Problem solving approach includes the following steps: Step 1 - Write down the facts provided in the problem. Step 2 - Find what is required to be solved. Step 3 - Make a plan for the solution. Step 4 - Solve the equation obtained. Step 5 - Check the solution. Calculation: Consider the provided information, Total cost of items is $ 300 . Total number of items is 500 . Cost per calendar is $ 0.75 . Cost per date book is $ 0.50 . Now, in the given problem, the number of calendars and date books purchased by a real estate salesperson is required. Let the number of calendar is M . So, the number of date books is 500 − M . Thus, by using all the given facts, the formula obtained is: Total cost = ( cost per calendar ) ( number of calendars ) + ( cost per date book ) ( number of date books ) Substitute the given values in the above formula. Total cost = ( cost per calendar ) ( number of calendars ) + ( cost per date book ) ( number of date books ) 300 = ( 0 ⋅ 75 ) ( M ) + ( 0 ⋅ 50 ) ( 500 − M ) Eliminate parentheses by multiplying the values in one bracket with the other. 300 = ( 0 ⋅ 75 ) ( M ) + ( 0 ⋅ 50 ) ( 500 − M ) = 0 ⋅ 75 M + 250 − 0 ⋅ 50 M Combine like terms

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Chapter 5.2, Problem 6SE

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To calculate: The number of calendar and date books purchased by a real estate salesperson, if the total amount spend is $300 ordering 500 promotional items. The calendars costs $0.75 and date books costs $0.50 each.

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Chapter 5.2, Problem 5SE

Chapter 5.2, Problem 7SE

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EBK BUSINESS MATH

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The number of calendar and date books purchased by a real estate salesperson, if the total amount spend is $ 300 ordering 500 promotional items. The calendars costs $ 0.75 and date books costs $ 0.50 each.

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To calculate: The number of calendar and date books purchased by a real estate salesperson, if the total amount spend is $300 ordering 500 promotional items. The calendars costs $0.75 and date books costs $0.50 each.

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Chapter 5 Solutions