Proportional and non-proportional relationships

Presentation

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Mathematics

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6th - 7th Grade

•

Practice Problem

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Medium

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CCSS

6.RP.A.1, 7.RP.A.2A, 6.RP.A.3B

Standards-aligned

jerdson gamble

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3 Slides • 7 Questions

Proportional and non-proportional Relationships

Tables

Multiple Choice

A Ratio is:

A formula based on numbers.

A comparison of part to part.

Values in an equation.

Numbers found in groups.

Ratio

A ratio demonstrates a mathematical relationship between two quantities, and can be represented as a fraction, two numbers joined by a colon, or two numbers joined by the word “to.”

Multiple Choice

If a baseball team won 70 games and lost 40 games, which one of the following ratios is representative of that fact?

7:2

4:7

7:9

7:4

Multiple Choice

A proportion compares a

x to y

negative to positive

part to whole

part to part

Proportion

A proportion is two ratios set equal to one another. Proportions can help solve questions about scales of size or distance, such as a map or model. It is important that the placement of the known quantities in both ratios makes sense in proportions.

Multiple Choice

If a baseball team won 7 games and lost 4 games, which of the following ratios represents the total games won to the total number of games played?

11:7

11:4

7:11

7:4

Multiple Choice

The following fractions are proportional:

\frac{12}{3}\ \ \ \ \frac{20}{5}\ \ \ \ \frac{8}{2}\ \ \ \ \frac{32}{8}

True

False

Multiple Choice

The following fractions are proportional:

$\frac{15}{3}\ \ \ \ \frac{17}{4}\ \ \ \ \frac{19}{5}\ \ \ \ \frac{21}{6}$

True

False

Multiple Choice

The following fractions are proportional:

$\frac{6}{4}\ \ \ \ \frac{9}{6}\ \ \ \ \ \frac{12}{8}\ \ \ \ \frac{3}{2}$

True

False

Proportional and non-proportional Relationships

Tables

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