A businessman buys 14 baskets of apples, each containing 425 apples. Another businessman buys 21 baskets of apples, each containing 295 apples. How many more apples does the second businessman buys than the first?
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A businessman buys 14 baskets of apples, each containing 425 apples. Another businessman buys 21 baskets of apples, each containing 295 apples. How many more apples does the second businessman buys than the first?
Step1. Calculate the total apples bought by the first businessman:
Apples bought by first businessman =14 × 425 = 5950
Step2. Calculate the total apples bought by the second businessman:
Apples bought by second businessman = 21 × 295 = 6195
Step3. Find the difference between the apples bought by the second businessman and the first:
Difference = 6195 − 5950 = 245
Hence, the second businessman buys 245 more apples than the first businessman.
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In order to solve the problem, we first compute how many apples every businessman purchases and take their difference:
1. Apples purchased by the first businessman: He buys 14 baskets of apples with 425 apples each. Total = 14 x 425 = 5,950 apples.
2. Apples purchased by the second businessman: He buys 21 baskets of apples with 295 apples each.
Total = 21 x 295 = 6,195 apples.
3. Difference in apples:
The second businessman buys 6,195 – 5,950 = 245 more apples than the first.
Final Answer:
The second businessman buys 245 more apples than the first.
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