

Unit 4 Review
Presentation
•
Mathematics
•
7th - 8th Grade
•
Medium
Cindy Martinez
Used 14+ times
FREE Resource
7 Slides • 25 Questions
1
Unit 4 Review
Are you ready?

2
Equations and Inequalities
match the symbol to the proper phrases
3
Multiple Select
Check all the phrases that represent
=
at least
equal to
same
over
4
Multiple Select
Check all the phrases that represent
<
at least
less than
fewer than
no more than
5
Multiple Select
Check all the phrases that represent
>
at least
less than
exceeds
is more than
6
Multiple Select
Check all the phrases that represent
≥
at least
less than
no less than
no more than
7
Multiple Select
Check all the phrases that represent
≤
at most
greater than
no more than
less than
8
Writing Equations
I can write an equation to represent a word problem
9
Multiple Choice
Country Carpets charges $22 per square yard for carpeting, and an additional installation fee of $100. City Carpets charges $25 per square yard for the same carpeting, and an additional installation fee of $70. Write an equation to find the number of square yards of carpeting for which the total cost charged by the two companies will be the same.
25x + 100 = 22x + 70
22x + 100 = 25x - 70
25x+100 = 22x + 70
22x + 100 = 25x + 70
10
Multiple Choice
Kim starts with $500 and spends $15 per week. Her brother Roy starts with $800 and spends $35 per week. Write an equation that shows when Kim and Roy will have the same amount of money. Use w as your variable. (No spaces)
500+15w=800+35w
500+15w<800+35w
500-15w=800-35w
500-15w<800-35w
11
Multiple Choice
Peppy Pets charges a flat fee of $15 plus $3 an hour to keep a dog during the day. Happy Hounds charges a flat fee of $21 plus a $1 per hour. Write an equation that best represents this situation. (No spaces.)
15+3x=21+x
15x+3=21x+1
15+3x=21-x
15-3x=21-x
12
Multiple Choice
Which ordered pair represents the solution to both equations?
(-4,0)
(-3,3)
(3,-3)
(0,4)
13
Multiple Choice
On which day does it appear that Frank and Erica will have the same number of ribbons left to sell?
Day 15
Day 48
Day 33
Day 18
14
Writing Inequalities
I can write an inequality to represent a word problem.
15
Multiple Choice
A small kite starts at 7.3 meters off the ground and rises at 2.6 meters per second. A large kite starts at 12.4 meters off the ground and rises at 1.5 meters per second. Write an inequality that shows when the larger kite is lower than the small kite.
7.3 + 2.6x = 12.4 + 1.5x
7.3 + 2.6x > 12.4 + 1.5x
7.3 + 2.6x < 12.4 + 1.5x
16
Fill in the Blanks
Type answer...
17
Multiple Choice
Sue's lunch account has $25 and she spends $2.50 every day. Troy's lunch account has $50 and she spends $3.25 every day. Write an inequality that shows when Sue's account will be more than Troy's.
25-2.5d > 50-3.25d
25-2.5d < 50-3.25d
25+2.5d > 50+3.25d
25+2.5d < 50+3.25d
18
Poll
How do you feel about writing equations and inequalities?
Easy stuff!
It's ok.
Not so great.
19
Solving Equations
I can solve equations with variables on both sides of the equal sign.
20
Multiple Choice
3
8
6
4
21
Multiple Choice
Solve for x. 9+43x=87x−10
21
123
152
17
22
Multiple Choice
Solve for a. −0.8a−8=0.2a
0
-8
12
-1.6
23
Fill in the Blanks
Type answer...
24
Multiple Choice
Joe’s Canoes charges an initial fee of $20 plus $4 an hour. Callie’s Canoes charges a flat rate of $14 an hour. Find the number of hours for which the total amount that both places charge would be the same.
6
9
2
14
25
Multiple Choice
Solve for x. 5+65x=3x−1
21
-12
-21
12
26
Multiple Choice
Solve for x. 0.75x − 18.50 = 0.65x
185
100
172
46
27
Poll
How do you feel about solving equations?
Easy peasy!
I get some of it.
It's complicated.
28
Matching Equations to Word Problems
I can write a word problem when given an equation.
29
Multiple Choice
Which situation can be represented by the following equation? 50x + 100 = 100x + 50
Heather has 100 types of yarn and she loses 50 types of yarn every month. Susan has 50 types of yarn and she gains 100 types of yarn every month. How many months, x, will it take for Heather and Susan to have the same amount of yarn?
Heather has 100 types of yarn and she loses 50 types of yarn every month. Susan has 50 types of yarn and she loses 100 types of yarn every month. How many months, x, will it take for Heather and Susan to have the same amount of yarn?
Heather has 100 types of yarn and she gains 50 types of yarn every month. Susan has 50 types of yarn and she loses 100 types of yarn every month. How many months, x, will it take for Heather and Susan to have the same amount of yarn?
Heather has 100 types of yarn and she gains 50 types of yarn every month. Susan has 50 types of yarn and she gains 100 types of yarn every month. How many months, x, will it take for Heather and Susan to have the same amount of yarn?
30
Multiple Choice
Select the situation that could be modeled by 12+5x=18+3x
Derek charges a base fee of $12 to walk a dog plus $5 per hour. Darla charges a base fee of $3 plus $18 an hour to walk a dog. After how many hours would they make the same amount of money?
Derek charges a base fee of $5 to walk a dog plus $12 per hour. Darla charges a base fee of $18 plus $3 an hour to walk a dog. After how many hours would they make the same amount of money?
Derek charges a base fee of $5 to walk a dog plus $12 per hour. Darla charges a base fee of $3 plus $18 an hour to walk a dog. After how many hours would they make the same amount of money?
Derek charges a base fee of $12 to walk a dog plus $% per hour. Darla charges a base fee of $18 plus $3 an hour to walk a dog. After how many hours would they make the same amount of money?
31
Matching Inequalities to Word Problems
I can write a word problem when given an inequality.
32
Multiple Choice
Which situation can be represented by the following inequality? 25 – 2x ≥ 10 + x
Adam has 25 customers but he loses 2 customers every year. Bert has 10 customers and he gains one customer every year. How many years, x, will Adam have as many or more customers than Bert?
Adam has 25 customers but he loses 2 customers every year. Bert has 10 customers and he gains one customer every year. How many years, x, will Bert have as many or more customers than Adam?
Adam has 25 customers but he loses 2 customers every year. Bert has 10 customers and he gains one customer every year. How many years, x, will Adam more customers than Bert?
Adam has 25 customers and he gains 2 customers every year. Bert has 10 customers and he gains one customer every year. How many years, x, will Adam have as many or more customers than Bert?
Unit 4 Review
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