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Ratio, Rate & Unit Rate
1)Rate or ratio – a comparison of
two items Ex. The ratio of smiley-
faces to hearts is:
2) Unit rate or cost – when one of
the numbers equals 1
Ex. 2:1
2
4
2:4 2to4
Ex 1: Find the unit rate or unit price.
A)
hours4
miles100
B)
cans4
402.$
25
1004= = 25 mi/hour
60.0
40.24= = $.60/can
Find the total amount using
the unit rate.
$5.25 per hour for 7 hours
$6.32 per hour for 5 hours
5.25 x 7 = $36.75
6.32 x 5 = $31.60
Ex 2: Find the unit rate, then solve.
A) A 2 lb. package of candy costs $3.98;
a 3 lb. package costs $5.67. Which is a
better buy?
99.1
98.32
89.1
67.53
$1.89/lb. is cheaper
than $1.99/lb., so
the 3 lb. package is a
better buy.
Homework:
P. 234 #1-8, 10-19, 21-24
Show your work!
Ratios and Unit Rates
Ratios and Unit Rates
Ratios and Unit Rates

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Ratios and Unit Rates

  • 1. Ratio, Rate & Unit Rate 1)Rate or ratio – a comparison of two items Ex. The ratio of smiley- faces to hearts is: 2) Unit rate or cost – when one of the numbers equals 1 Ex. 2:1 2 4 2:4 2to4
  • 2. Ex 1: Find the unit rate or unit price. A) hours4 miles100 B) cans4 402.$ 25 1004= = 25 mi/hour 60.0 40.24= = $.60/can
  • 3. Find the total amount using the unit rate. $5.25 per hour for 7 hours $6.32 per hour for 5 hours 5.25 x 7 = $36.75 6.32 x 5 = $31.60
  • 4. Ex 2: Find the unit rate, then solve. A) A 2 lb. package of candy costs $3.98; a 3 lb. package costs $5.67. Which is a better buy? 99.1 98.32 89.1 67.53 $1.89/lb. is cheaper than $1.99/lb., so the 3 lb. package is a better buy.
  • 5. Homework: P. 234 #1-8, 10-19, 21-24 Show your work!