

More Unit Rates!
Presentation
•
Mathematics
•
7th Grade
•
Practice Problem
•
Hard
+4
Standards-aligned
Chelsea Moore
Used 21+ times
FREE Resource
12 Slides • 16 Questions
1
More Rates and Unit Rates!
Monday/Tuesday Learning Target:
I can use a rate to find unit rates and other rates.
Wednesday/Thursday Learning Target:
I can practice solving rate, and unit rate word problems to reach mastery on an assessment.

2
Using rates to solve problems!
If it costs $20.00 to purchase 5 bracelets, how much would it cost to purchase 3 bracelets?
Find the unit rate for $ per bracelet using division
$4.00 - This is the cost for 1 bracelet, but we want to purchase 3!
3 x $4.00 = $12.00
3
Using rates to solve problems!
If it costs $5.00 to purchase 4 pairs of socks, how much would it cost to purchase 7 pairs of socks?
- Find the unit rate for $ per pair of socks
$1.25 - This is the cost for 1 pair of socks, but we want to purchase 7 pairs.
7 x $1.25 =$8.75
4
Multiple Choice
5
Multiple Choice
6
Finding Unit Rates with Fractions!
1. Watch for units
2. Remember per means division
3. When entering fractions in the calculator use parentheses
45 / (7/3)
7
Whole Class Example: Fractional Unit Rate!
Ashley needs a 3 1/2 pounds of icing to make 1/4 of a wedding cake. How many pounds are needed per cake?
Pounds per cake
3 1/2 divided by 1/4
8
Multiple Choice
Julio ran 121 miles in 15 minutes. What is his unit rate in miles per minute?
10 miles per minute
101 miles per minute
12.5 miles per minute
251 miles per minute
9
Multiple Choice
10
STOP HERE FOR TODAY
Students need to:
- Complete IXL D.4 - rounding decimals and J.6 - unit rates with fractions
- Watch the edPuzzle Video on Unit Rates with Fractions
- Take the quiz on Friday!
11
Question #1, #3, #4: What is a unit rate?
Unit rate is used to compare quantities in which the second quantity is one
miles per hour
earnings per hour
cost per gallon
12
Multiple Choice
Which of these describes the unit rate?
a unit of measure
a fraction with a numerator of one
a fraction with a denominator of one
a proportion
13
Multiple Choice
14
Multiple Choice
Which statement describes a unit rate?
Sara ate 1 cookie
Sara is driving 16 miles
Sara is driving 30 miles per 1 hour
Sara ate 3 crackers and 1 apple
15
Multiple Choice
16
#2: Equivalent rates!
Equivalent rates are like equivalent fractions!
We can increase fractions using multiplication
We can decrease or reduce or simplify fractions with division.
EXAMPLE: To make lemonade Ann used 3 lemons and 1 cup of sugar. How much sugar would she need for 9 lemons?
Write fractions 3/1 and 9/?
Type the answer in the chat!
17
Multiple Choice
To make pizza Lisa uses 5 pepperonis for 2 slices of pizza. How many pepperonis are needed for 4 slices of pizza?
5 pepperonis
2.5 pepperonis
15 pepperonis
10 pepperonis
18
Multiple Choice
The ratio of blue cars to red cars in the parking lot was 3 to 4. How many blue cars were at the parking lot if there were 12 red cars?
6 blue cars
9 blue cars
12 blue cards
15 blue cards
19
#5 Finding Unit Rates with Fractions!
1. Watch for units
2. Remember per means division
3. When entering fractions in the calculator use parentheses
45 / (7/3)
20
Multiple Choice
21
Multiple Choice
22
#6 and #7: Which store has the most expensive price for apples?
Wal-Mart - $8.00 for 10 apples
Target - $9.00 for 10 apples
Kroger - $7.00 for 5 apples
Save A Lot - $10.00 for 10 apples
HINT: Find the unit price for each store and compare decimals
23
Multiple Choice
24
Multiple Choice
25
#8: Using rates to solve problems!
If it costs $20.00 to purchase 5 bracelets, how much would it cost to purchase 3 bracelets?
Find the unit rate for $ per bracelet using division
$4.00 - This is the cost for 1 bracelet, but we want to purchase 3!
3 x $4.00 = $12.00
26
Multiple Choice
27
Multiple Choice
28
Mastery Connect!
Please see google classroom for instructions for your test!
More Rates and Unit Rates!
Monday/Tuesday Learning Target:
I can use a rate to find unit rates and other rates.
Wednesday/Thursday Learning Target:
I can practice solving rate, and unit rate word problems to reach mastery on an assessment.

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