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Converting Units

Converting Units

Assessment

Presentation

•

Mathematics

•

6th Grade

•

Practice Problem

•

Easy

•
CCSS
3.MD.A.2, 5.MD.A.1

Standards-aligned

Created by

Michael McCrory

Used 50+ times

FREE Resource

12 Slides • 3 Questions

1

Converting Units

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2

By the end of this class you should be able to

  • Convert measurements using ratio reasoning and multiple steps.

3

Standards

  • 6.NS.8 Interpret, model, and use ratios to show the relative sizes of two quantities. Describe how a ratio shows the relationship between two quantities. Use the following notations: a/b, a to b, a:b.

  • 6.GM.1 Convert between measurement systems (English to metric and metric to English) given conversion factors, and use these conversions in solving real-world problems.

  • 6.NS.9 Understand the concept of a unit rate and use terms related to rate in the context of a ratio relationship.

4

Ratios Test

Opens up tomorrow, due by Thursday

5

Multiple Choice

Review:

If there are 8 oz in a cup, how many oz are in 4 cups?

1

12oz

2

24oz

3

32oz

4

36oz

6

If there are 8oz in 1 cup, and 2 cups in 1 pint, how many ounces (oz) are in 4 pints?

Work on your own for a few minutes, then we'll breakout into groups.

7

Multiple Choice

If there are 8oz in 1 cup, and 2 cups in 1 pint, how many ounces (oz) are in 4 pints?

1

8oz

2

16 oz

3

32oz

4

64oz

8

Math terms to know

9

Conversion Factor

  • a fracction that is equivalent to a value of 1 which is used to convert units of measure

  • example: 

     8oz1Cup\frac{8oz}{1Cup}   60 sec⁡onds1 min⁡ute\frac{60\ \sec onds}{1\ \min ute}   12in1ft\frac{12in}{1ft}  

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10

Dimensional Analysis

  • a method for converting between units that uses one or more unit conversion factors

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11

How many seconds are in a school day?

12

Steps in Diminsional Analysis

  • Write the original measurement as a fraction.

  • Multiply by the first conversion factor

  • Multiply by the second conversion factor

  • Simplify

13

Steps in Deminsional Analysis

50,400 seconds = how many hours?

  • Write the original measurement as a fraction.  50,4001\frac{50,400}{1}   

  • Multiply by the first conversion factor  50,400s1⋅1min⁡60s\frac{50,400s}{1}\cdot\frac{1\min}{60s}  

  • Multiply by the second conversion factor 50,4001⋅1min⁡60⋅1h60min⁡\frac{50,400}{1}\cdot\frac{1\min}{60}\cdot\frac{1h}{60\min}  

  • Simplify  50,400h3600min⁡=14h1min⁡=14h\frac{50,400h}{3600\min}=\frac{14h}{1\min}=14h  

14

Poll

Do you have this?

Yes

I think so

No

15

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Converting Units

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