A person started saving her money. Initially (day 0) she had $7 and was saving $2 per day. How much money would she have on day 10?- ○ 27- ○ 16- ○ 28- ○ none of these answers**Explanation:**To solve, calculate the total amount of money saved after 10 days. Initial amount: $7 Savings per day: $2 Total savings by day 10: \[ \text{Total savings} = \text{Initial amount} + (\text{Savings per day} \times \text{Days})\]\[ = 7 + (2 \times 10) \]\[ = 7 + 20 \]\[ = 27 \]The correct answer is 27.

Given: At day 0, saving is $7. After that, saving is increased by $2 per day. Then, The amount saved in 10 days due to deposit per day = 10*$2 = $20 So, Total amount saved = Initial saving + saving due to deposit made per day = $7 + $20 = $27 Hence, Option - A is the correct answer.

Answered: A person start saving her money.…

Math

Algebra

A person start saving her money. Initially (day 0) she had $7 and was saving $2 per day. How much money she would have on day 10.

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

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A person started saving her money. Initially (day 0) she had $7 and was saving $2 per day. How much money would she have on day 10?

- ○ 27
- ○ 16
- ○ 28
- ○ none of these answers

**Explanation:**

To solve, calculate the total amount of money saved after 10 days.

Initial amount: $7
Savings per day: $2

Total savings by day 10:
\[
\text{Total savings} = \text{Initial amount} + (\text{Savings per day} \times \text{Days})
\]
\[
= 7 + (2 \times 10)
\]
\[
= 7 + 20
\]
\[
= 27
\]

The correct answer is 27.

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