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One year, Mr. James travels 9x103 miles for his job. The next year he Traveled 1x104 miles. How many more miles did he travel on the second on the second year than he did in the first year. Explain

User Meetnick
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Final answer:

Mr. James traveled 1,000 miles more in the second year than in the first year, calculated by subtracting 9x10³ miles (9,000 miles) from 1x10´ miles (10,000 miles).

Step-by-step explanation:

The student is asking how many more miles Mr. James traveled in the second year than he did in the first year. Mr. James traveled 9x10³ miles in the first year and 1x10´ miles in the second year. To find the difference, subtract the first year's mileage from the second year's mileage:

1x10´ miles (second year)

-
9x10³ miles (first year)

= 1x10´ miles - 9x10³ miles.

Since 1x10´ is the same as 10,000 and 9x10³ is the same as 9,000, we can simplify the subtraction to:

10,000 miles (second year)

-
9,000 miles (first year)

= 1,000 miles.

Therefore, Mr. James traveled 1,000 miles more in the second year than he did in the first year.

User Jackssn
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