Ratio and Proportion Challenge

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Test your knowledge of ratios and proportions! In this game, you'll determine whether each noun is related to the concepts of ratio and proportion. Answer with ✅ for true and ❌ for false.

Créé par

Jimcie Caoili

Philippines

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Ratio and Proportion Challenge


Ratio and Proportion ChallengeVersion en ligne Test your knowledge of ratios and proportions! In this game, you'll determine whether each noun is related to the concepts of ratio and proportion. Answer with ✅ for true and ❌ for false. par Jimcie Caoili 1 Proportion states that two ratios are equal. Yes No 2 Proportions are only relevant in geometry. Yes No 3 A fraction can represent a ratio. Yes No 4 Ratios can be expressed in different forms, such as fractions or decimals. Yes No 5 A ratio compares two quantities. Yes No 6 Proportions cannot be used in real-life situations. Yes No 7 A ratio is the same as an average. Yes No 8 A ratio can only compare three quantities. Yes No 9 A ratio cannot be greater than 1. Yes No 10 Proportions are only found in algebra. Yes No 11 Proportional relationships can be graphed as straight lines. Yes No 12 Ratios can be simplified like fractions. Yes No 13 A scale drawing uses ratios to represent real-life dimensions. Yes No 14 Proportions only apply to whole numbers. Yes No 15 Proportions can be solved using cross-multiplication. Yes No 16 All ratios must be expressed as percentages. Yes No 17 The ratio of 2:3 is equivalent to 4:6. Yes No 18 The ratio 1:2 is the same as 2:1. Yes No 19 The golden ratio is a famous mathematical proportion. Yes No 20 Ratios can only be used in cooking. Yes No

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Ratio and Proportion Challenge

Oui ou Non

À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

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Ratio and Proportion ChallengeVersion en ligne

par Jimcie Caoili

Proportion states that two ratios are equal.

Proportions are only relevant in geometry.

A fraction can represent a ratio.

Ratios can be expressed in different forms, such as fractions or decimals.

A ratio compares two quantities.

Proportions cannot be used in real-life situations.

A ratio is the same as an average.

A ratio can only compare three quantities.

A ratio cannot be greater than 1.

Proportions are only found in algebra.

Proportional relationships can be graphed as straight lines.

Ratios can be simplified like fractions.

A scale drawing uses ratios to represent real-life dimensions.

Proportions only apply to whole numbers.

Proportions can be solved using cross-multiplication.

All ratios must be expressed as percentages.

The ratio of 2:3 is equivalent to 4:6.

The ratio 1:2 is the same as 2:1.

The golden ratio is a famous mathematical proportion.

Ratios can only be used in cooking.