A certain company had a total annual expenditure of 1.7 * 10^7 on employee salaries last year. If the company employed 425 people, what was the average employee salary?
ans:
To solve this one, we’re going to divide the total amount paid by the number of employees: (1.7 * 10^7) / 425. This is difficult to work with, but we can convert the denominator to scientific notation: (1.7 * 10^7) / (.425 * 10^3). At this point, we can break our calculation into two fractions: (1.7 / .425) * (10^7 / 10^3). The first fraction simplifies to 4, and with our knowledge of exponent manipulation we know the second one is 10^4. 4 * 10^4 = $40,000.
ans:
To solve this one, we’re going to divide the total amount paid by the number of employees: (1.7 * 10^7) / 425. This is difficult to work with, but we can convert the denominator to scientific notation: (1.7 * 10^7) / (.425 * 10^3). At this point, we can break our calculation into two fractions: (1.7 / .425) * (10^7 / 10^3). The first fraction simplifies to 4, and with our knowledge of exponent manipulation we know the second one is 10^4. 4 * 10^4 = $40,000.
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