On the following screen are three situations and six equations. Which equation best represents each situation? If you get stuck, draw a diagram. 1. After Elena ran 5 miles on Friday, she had run a total of 20 miles for the week. She ran x miles before Friday. 2. Andre's school has 20 clubs, which is five times as many as his cousin's school. His cousin's school has x clubs.

On the following screen are three situations and six equations. Which equation best represents each situation? If you get stuck, draw a diagram. 1. After Elena ran 5 miles on Friday, she had run a total of 20 miles for the week. She ran x miles before Friday. 2. Andre's school has 20 clubs, which is five times as many as his cousin's school. His cousin's school has x clubs.

Name: n 27 of 13NextennialMS2.2 StorytimeOn the following screen are three
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Description: n 27 of 13NextennialMS2.2 StorytimeOn the following screen are three situations and sixequations. Which equation best represents eachsituation? If you get stuck, draw a diagram.1. After Elena ran 5 miles on Friday, she had run a totalof 20 miles for

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Topic Video

Question

n 2
7 of 13
Next
ennialMS
2.2 Storytime
On the following screen are three situations and six
equations. Which equation best represents each
situation? If you get stuck, draw a diagram.
1. After Elena ran 5 miles on Friday, she had run a total
of 20 miles for the week. She ran x miles before Friday.
2. Andre's school has 20 clubs, which is five times as
many as his cousin's school. His cousin's school has
x clubs.
3. Jada volunteers at the animal shelter. She divided 5
cups of cat food equally to feed 20 cats. Each cat
received x cups of food.
9ME
O 12:

Expert Solution

Step 1

1) Total run is 20 miles for one week.

On Friday she ran 5 miles and she ran x miles before that.

Hence, the equation is $x + 5 = 20$

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