

7.EE.A.2-Lesson 1: Equivalent Expressions in Context
Presentation
•
Mathematics
•
7th Grade
•
Easy
+9
Standards-aligned
Jessica Freeman
Used 1+ times
FREE Resource
14 Slides • 57 Questions
1
Lesson 1: Understanding Equivalent Expressions in Context
Learning Target
I can rewrite expressions in different but equivalent forms and use them to understand relationships between quantities in real-world situations.
By Jessica Freeman
2
3
Multiple Choice
4
Multiple Choice
5
Multiple Choice
6
Multiple Choice
If you test these two expressions for equivalency using a "2" for x and a "3" for y, which of the following answers below is correct?
24x - 18y + 6
3(2 - 6y +8x)
They are equivalent expressions. The result would be greater than "0".
They are not equivalent expressions. The results would be different.
They are not equivalent expressions. The results would be negative.
They are equivalent expressions. The result would be "0".
7
Fill in the Blanks
Type answer...
8
Multiple Choice
Which of the following is equivalent to 9 - 6 + 7x - 2x + 3?
10x - 5
288x +176
5x + 6
20x + 70
9
Multiple Choice
Which of the following is equivalent to 2(-18x - 12)?
-24 - 36x
24 + 36x
-2(18x - 12)
2(-3x -15x + 12)
10
Multiple Choice
How would you change 45% to a decimal?
Move the decimal 2 places to the left
Move the decimal 2 places to the right
Move the decimal 3 places to the left
Move the decimal 3 places to the right
11
Multiple Choice
Write 120% as a decimal:
1.2
12
0.12
120
12
Multiple Choice
13
Multiple Choice
14
Multiple Choice
15
Multiple Choice
16
Multiple Choice
Write the decimal as a percent
1.2
12%
120%
.12%
1200%
17
Multiple Choice
Write the percent as a decimal
300%
30
300
3000
3
18
Multiple Choice
Write the percent as a decimal
0.9%
0.009
0.09
0.9
90
19
Multiple Choice
Convert 36% to a decimal.
3600
36
.36
20
Multiple Choice
Convert 70% to a decimal.
.07
.70
.007
.01
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22
23
Multiple Choice
24
Multiple Choice
When a price is increased, it is called a ____________.
Markdown
Markup
Sales Tax
Commission
25
Multiple Choice
26
Multiple Choice
Compares a number to 100
Percent
Ratio
Proportion
Interest
27
Multiple Choice
A type of discount or percent decrease
Sales Tax
Markup
Markdown
Wholesale Price
28
Multiple Choice
A type of percent increase
Markdown
Discount
Markup
Wholesale
29
Multiple Choice
Three friends go out to eat. Their meal costs $40, and a tip of 15% is included.
Markup
Markdown
30
Multiple Choice
Sasha goes grocery shopping. She spends $37, then a tax of 8.6% is included.
Markdown
Markup
31
Multiple Choice
Julie goes on a shopping spree, where she spends $100. The store she goes to has a sale where everything is 40% off.
Markup
Markdown
32
Multiple Choice
A car seller decides to increase the cost of some vehicles by 20%.
Markdown
Markup
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Multiple Choice
A reduction in price
sales tax
discount
commission
percent
34
Multiple Choice
30% clearance sale.
Markup
Markdown
35
Multiple Choice
15% coupon off.
Markup
Markdown
36
Multiple Choice
Profit of 10%.
Markup
Markdown
37
Multiple Choice
5% increase.
Markup
Markdown
38
Multiple Choice
Ms. Shannon, Mrs. Adkins and Mrs. Carpenter go out to dinner. They want to leave a 20% tip for their waitress. Is this a markup or markdown?
Markup
Markdown
39
Multiple Choice
Jaden is buying tickets to the Giants game. When he goes to check out there is a sales tax applied to his total price. Is sales tax a markup or markdown?
Markup
Markdown
40
A shoe advertises a 25% discount.
Is this a MARKUP (+) Will I add to 100%?
or
Is this a MARKDOWN (-) Will I deduct from 100%?
C
._ _C
41
A shoe advertises a 25% discount.
Is this a MARKUP (+) Will I add to 100%?
or
Is this a MARKDOWN (-) Will I deduct from 100%?
C
._ _C
2 5
42
A shoe advertises a 25% discount.
or SINCE IT IS A MARKDOWN...
We can deduct .25 from 1.oo in our head.
What percent would we actually be paying?
So,
.__C is __% of the original costs.
._ _C
43
A backpack is 20% off the original price.
Is this a MARKUP (+) Will I add to 100%?
or
Is this a MARKDOWN (-) Will I deduct from 100%?
C
._ _C
44
A backpack is 20% off the original price.
Is this a MARKUP (+) Will I add to 100%?
or
Is this a MARKDOWN (-) Will I deduct from 100%?
C
._ _C
2 0
45
A backpack is 20% off the original price.
or SINCE IT IS A MARKDOWN...
We can deduct .20 from 1.oo in our head.
What percent would we actually be paying?
So,
.__C is __% of the original costs.
._ _C
46
A phone case originally costs (x) dollars.
The discount is 0.15c. Rewrite the sale price in TWO forms.
C
._ _C
.__ c
47
A restaurant bill is b. The tax rate is 8%.
Markup or markdown?
b
._ _b
_.__ b
48
A video game costs g. Their is a 12% tax. Write (2) expressions to represent the costs.
Markup or markdown?
g
._ _g
_.__ g
49
A water bottle costs w. There was a 30% markup at the store. Write (2) forms of the total price.
w
._ _w
_.__ w
50
Multiple Choice
51
Multiple Choice
52
Multiple Choice
53
Multiple Choice
54
Multiple Choice
55
Multiple Choice
56
Multiple Choice
57
Multiple Choice
A coat is on sale for 35% off. The regular price is p. Which expression represents the sale price of the coat?
p - 0.35
p - 0.35p
p - 0.65
35p
58
Multiple Choice
a tutor earns d dollars per hour. He will be increasing his hourly wage by 10% starting next month. By what number should his clients multiply the previous wages they paid in order to calculate the new wage?
0.1
0.9
1.1
1.9
59
Multiple Choice
A jeweler purchases a necklace for $80. She will increase the cost by 50% to sell in her store. What will the jeweler charge for the necklace to her customers?
$40
$120
$150
$100
60
Multiple Choice
Margie wants to leave a 20% tip to her server. How can she calculate the total amount she pays (p), including the tip?
1.2p
0.2p
1.02p
0.8p
61
Multiple Choice
62
Multiple Choice
63
Multiple Choice
64
Multiple Choice
65
Multiple Choice
66
Multiple Choice
67
Poll
How do you feel about rewriting expressions involving percents?
68
Multiple Choice
69
Multiple Choice
70
Multiple Choice
71
Multiple Choice
Lesson 1: Understanding Equivalent Expressions in Context
Learning Target
I can rewrite expressions in different but equivalent forms and use them to understand relationships between quantities in real-world situations.
By Jessica Freeman
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