Question
• A rate is a ratio that compares *blank* with different *blank*
In a unit rate, the first measurement is compared with *blank* of a second measurement.
You can find a unit rate by *blank* the numerator and denominator by the second value.
Here's an example:
24 pencils cost $1.20, how much will 6 pencils cost?
rate
unit rate
$1.20 -24 24 pencils -24 Price per pencil = $0.05 1 pencil = = 5 cents per pencil
adding
2 quantities
1 unit
subtracting
dividing
multiplying
units
In a unit rate, the first measurement is compared with *blank* of a second measurement.
You can find a unit rate by *blank* the numerator and denominator by the second value.
Here's an example:
24 pencils cost $1.20, how much will 6 pencils cost?
rate
unit rate
$1.20 -24 24 pencils -24 Price per pencil = $0.05 1 pencil = = 5 cents per pencil
adding
2 quantities
1 unit
subtracting
dividing
multiplying
units
Answers
GPT-4o mini
• A rate is a ratio that compares **two quantities** with different **units**.
In a unit rate, the first measurement is compared with **one unit** of a second measurement.
You can find a unit rate by **dividing** the numerator and denominator by the second value.
Here's an example:
24 pencils cost $1.20; how much will 6 pencils cost?
- Rate: $1.20 for 24 pencils
- Unit rate: Price per pencil = $1.20 ÷ 24 = $0.05, or 5 cents per pencil.
In a unit rate, the first measurement is compared with **one unit** of a second measurement.
You can find a unit rate by **dividing** the numerator and denominator by the second value.
Here's an example:
24 pencils cost $1.20; how much will 6 pencils cost?
- Rate: $1.20 for 24 pencils
- Unit rate: Price per pencil = $1.20 ÷ 24 = $0.05, or 5 cents per pencil.
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