[PDF] Answer Key - Math Snacks





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Just In Time Quick Check Standard of Learning (SOL) 6.1 Strand

Standard of Learning (SOL) 6.1. The student will represent relationships between quantities using ratios and will use appropriate notations




Eureka Math™ A Story of Ratios®

Lessons 5–6: Solving Problems by Finding Equivalent Ratios . word problems involving division of whole numbers leading to answers in the form of.

Answers

v5 updated 6/2/17. Created by mathsframe.co.uk. 6.1. Answers 6.1 Ratio and proportion. Q. Answer. Marks. Useful games and worksheets.

Grade 6 Mathematics - Teacher At-Home Activity Packet

23 mars 2020 Grade 6 Math concepts covered in this packet. Concept ... Possible answer: The ratio 6 : 8 is the ratio of the number of tiger shark teeth.

Compare Fractions and Decimals

Getting Ready for Grade 6 Lesson 1 PG49 answer: Identify the benchmarks on the number line as ... similar to ratios and fractions. For example.




Grade 6 Mathematics - Teacher At-Home Activity Packet

as the Student version with the answers provided for your reference. Possible answer: The ratio 6 : 8 is the ratio of the number of tiger shark teeth.

MATHEMATICS IN EVERYDAY LIFE–6 - Chapter 8 : Ratio And

min : 45 sec. ( 1 m= 60 seconds). = 90 sec : 45 sec. = 90 sec. 45 sec. ANSWER KEYS. MATHEMATICS IN EVERYDAY LIFE–6. Chapter 8 : Ratio And Proportion.

« NOTICE 2020 » Modalités de calcul et de publication des ratios

7 août 2020 extraites du site Questions & Answers (« Q&A ») de l'ABE les Q&A visant ... Pour le ratio de levier

Name - Understanding Ratios

Sample answer: The number of cats compared to the number of dogs is shown by the ratio. 9:17. 6:8. 8. 16 to 18. Two equivalent ratios form a proportion.




Untitled

A STORY OF RATIOS. Lesson 3 6-1 Write a one-sentence story problem about a ratio. ... Draw a tape diagram to demonstrate how you found the answer.

[PDF] Answer Key - Math Snacks

1 Math Snacks Bad Date Answer Key http://www mathsnacks On her second date, Isabella spoke 36 words, and Diego spoke only 6, for a 6:1 ratio In

[PDF] Solutions - Maths Genie

1 The ratio of dogs to cats is 5:3 The ratio of fish to dogs is 6:1 Find the ratio of cats to fish Give your answer in its simplest form D C F:D 5:3 6:1 x 5

[PDF] Topic 9

9-1 A ratio is a pair of numbers that compares two quantities Count to find Use the picture above for exercises 1 through 6 Sample answer: 6 min 60 min

[PDF] Ratios and Proportions - Practice - ANSWERSpdf - This is the

6-1 Skills Practice Proportions 1 FOOTBALL A tight end scored 6 touchdowns in 14 games Find the ratio of touchdowns per game ja 3:7 per gametoa Ž 2

[PDF] 2-6 Ratios and Proportionspdf

Write the proportion Example 1: Determine whether the ratios equivalent ratios Write yes or no Justify your answer 24 = when expressed in simplest form

[PDF] 030720 Answers End of Unit Assessment

Ratio Year 6 1 Name 1 mark 1 mark 4 2 marks Complete the sentences For every 1 apple, there are pears For every 2 oranges, there are lemons 1 mark

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[PDF] Answer Key - Math Snacks 171_6baddate_answerkey.pdf

Bad Date

On her second date, Isabella spoke 36

words, and Diego spoke only 6, for a

6:1 ratio

. In other words, she spoke six times as many words. A. If Isabella spoke 12 words, how many words did

Diego speak?

12 words

Answer: 2 words

B. If Diego spoke 20 words, how many words did

Isabella speak?

Answer: 120 words

20 words

C. What if she spoke 60 words?

60 words

Answer: 10 words

D. What if he spoke

32 words

?

Here are examples of 6:1 ratios.

Isabella's wordsDiego's Words

36 words6 words

18 words3 words

6 words1 word

Answer Key for Instructors

Watch the animation,

Bad Date

, and complete these activities. The animation and an instructor guide are available on iTunes U (search "Math

Snacks") and at

mathsnacks.org

Bad Date

1. Use the ratio 6:1 to nd the answers.

2. “My brother watches ve hours of TV for every seven hours that I

watch. It"s a ratio of 5 to 7 (5:7)."

Find the ratio 5:7!

Find the ratio 5:7!

Brother"s TV TimeSister"s TV Time

57
A. If the brother watched 10 hours of TV over the weekend, how much TV did the sister watch?

Answer: 10 hoursAnswer: 14 hours

B. If the brother watched

1 hour

of TV, how much TV did the sister watch?

Answer: 1 hourAnswer: 1 hr., 24 min., or 84 min.

C.

If the sister watched

10.5 hours

, how much TV did the brother watch? Answer: 7.5 hours; or 7 hours, Answer: 7.5 hours; or 7 hours, 30

30 min.min.

NOTE:

Please o?er some

guidance for 2b. and 2c. because students must take into consideration the conversion from hours to minutes before doing the ratio. If this is too di?cult, do this as a large group.

Bad Date

There are lots of situations in which 1:1

ratios are desirable - or even required.

For example, in a basketball game, each

team has 5 players on the court, so the ratio of players is 5:5 or 1:1. Likewise, in a football game, each team ?elds 11 players, so the ratio is 1:1.

There are lots of situations in which 1:1 ratios are not desirable or possible. For example, in a bus, there

could be 1 bus driver for 44 students, so the ratio of bus drivers to students would be 1:44.

3. Can you think of three other situations

in which a 1:1 ratio is desirable? Answers will vary. Possible answers could include: marriage or dating, a party with boys to girls, piece of dessert for each person eating at a party. Instructors: There are many possible answers. Ask students to explain why they feel a 1:1 ratio is desirable for the situations they choose.

4. Can you think of three situations in which a 1:1 ratio is not desirable or possible?

Answers will vary. Possible answers could include: referees to players, slices of pizza to hungry kids,

teachers to students in a classroom Instructors: There are many possible answers. Ask students to explain why they feel a 1:1 ratio is not desirable for the situations they choose.

5. Why did Harvey say "bread"?

Answer: Harvey said "bread" to make the ratio exactly 57:57, or 1:1. A. If Harvey had not said "bread," would Isabella still consider it a one-to-one ratio?

Explain.

Answer: Yes. The ratio is close enough to 1:1 for this situation. B. What other ratios would be acceptable for Isabella to consider the date successful?

Explain.

Answer: Any ratio that closely resembles a 1:1 ratio would be acceptable. For example, 42:35, when rounded, is close to 40:40, a 1:1 ratio. In som e situations, estimation is acceptable as long as students can justify ans wers or it is reasonable mathematically.

At the end of the last

date, the ratio of words was 57:56.

© 2014, NMSU Board of Regents. NMSU is an equal opportunity/a?rmative action employer and educator. "Math Snacks" materials were

developed with support from the National Science Foundation (0918794). Any opinions, ?ndings, and conclusions or recommendations

expressed in this material are those of the author(s) and do not necessarily re?ect the views of the National Science Foundation.


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