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exis [7]
1 year ago
15

You and your friend are saving for a vacation. You start with the same amount and save for the same number of weeks. You save $7

5 per week, and your friend saves $50 per week. When vacation time comes, you have $950, and your friend has $800. How much did you start with, and for how many weeks did you save?
A. $500, 6 weeks
B. $600, 4 weeks
C. $650, 3 weeks
D. $700, 2 weeks
Mathematics
1 answer:
prohojiy [21]1 year ago
4 0

The answer would be A. If you plug in the numbers to this equation:

800=50x+B and 950=75x+B, where B is the amount you started and X is the number of weeks you saved your money, you would get that the number of weeks you saved your money is 6 and the amount you started out with is $500

75(6)+500=950

50(6)+500=800

Hope this helped <3

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Answer:

A) Proportion.

Step-by-step explanation:

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Suppose you begin a job with an annual salary of $32,900. Each year you are assured of a 5.5% raise. What its the total amount t
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Step-by-step explanation:

You receive an annual salary of $32,900 and each year, you are assured of a 5.5% raise. Assuming there was no raise, you get 100% of your previous salary each year. With a raise of 5.5%, you will get 100 + 5.5 = 105.5% of your previous salary for each year. This is a geometric progression and we want to determine the sum of 15 terms(15 years).

The formula for the sum of terms in a geometric progression is

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r = common ratio

From the information given,

a = 32900

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S15 = [32900(1.055^15 - 1)] / 1.055 - 1

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S15 = 32900 × 1.23247649) / 0.055

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