Write 5 soccer balls to 3 volleyballs as a ratio in a fraction form.

Answer 1

The ratio of 5 soccer balls to 3 volleyballs can be written as 5/3.

Answer 2

Write 5 soccer balls to 3 volleyballs as a ratio in a fraction form.

Answer 3

The ratio of soccer balls to volleyballs, 5 to 3, can be written as 5/3.

Answer 4

In a classroom, there are 6 3rd-grade students and 10 6th-grade students. Express the ratio of 3rd graders to the entire number of students as a fraction.(1 point)

Answer 5

The ratio of 3rd grade students to the total number of students can be written as 6/(6+10), which simplifies to 6/16. Therefore, the fraction form of the ratio is 6/16.

Answer 6

Ms. Longoria’s 6th-grade class had breakfast. The students had a choice of apple juice or orange juice. Of the 30 students,14 chose apple juice, and the rest chose orange juice. What is the fraction ratio of students who chose apple juice to students who chose orange juice

Answer 7

To find the fraction ratio of students who chose apple juice to students who chose orange juice, we need to determine the number of students who chose orange juice first.

We know that out of the 30 students, 14 chose apple juice. Therefore, the rest of the students, which is 30 - 14 = 16, chose orange juice.

The fraction ratio of students who chose apple juice to students who chose orange juice can be represented as 14/16.

Answer 8

The following table displays the results of a survey of 60 6th-grade students on what color athletic shoe they would want.
 
Shoe Color Number of Students
red 15
purple 22
green 7
yellow 16
What is the part-to-whole ratio for yellow written with a colon?(1 point)

Answer 9

To find the part-to-whole ratio for yellow, we need to compare the number of students who chose yellow shoes to the total number of students.

From the given table, we see that the number of students who chose yellow shoes is 16.

The total number of students is given as 60.

Therefore, the part-to-whole ratio for yellow can be written as 16:60.

Answer 10

Which of the following correctly describes the ratio 6:3 ?(1 point)
Responses

6 triangles to 9 shapes
6 triangles to 9 shapes

36
Start Fraction 3 over 6 End Fraction

6 triangles to 3 circles
6 triangles to 3 circles

9 shapes to 6 triangles

Answer 11

The correct description of the ratio 6:3 is "6 triangles to 3 circles."

Answer 12

There are six children playing on a playground. Each child has two keychains. What is the ratio of children to keychains?(1 point)

Answer 13

The ratio of children to keychains can be found by multiplying the number of children by the number of keychains per child.

Since there are 6 children and each child has 2 keychains, the ratio of children to keychains is 6:12.

Answer 14

Last weekend, a local store sold 23 phones, 13 stereos, and 17 televisions. What is the part-to-part ratio for phones to televisions written as a fraction?(1 point)
Responses

1723
Start Fraction 17 over 23 End Fraction

2313
Start Fraction 23 over 13 End Fraction

2353
Start Fraction 23 over 53 End Fraction

2317

Answer 15

The part-to-part ratio for phones to televisions is 23:17. Therefore, the correct fraction representation of this ratio is 23/17.

Answer 16

Last weekend, a local store sold 23 phones, 13 stereos, and 17 televisions. What is the part-to-part ratio for phones to televisions written as a fraction?(1 point)
Responses

1723
Start Fraction 17 over 23 End Fraction

2313
Start Fraction 23 over 13 End Fraction

2353
Start Fraction 23 over 53 End Fraction

2317

Answer 17

The part-to-part ratio for phones to televisions is 23:17. Therefore, the correct fraction representation of this ratio is 23/17.

Answer 18

Last weekend, a local store sold 23 phones, 13 stereos, and 17 televisions. What is the whole-to-part ratio for phones and televisions written with the word to?(1 point)
Responses

40 to 53
40 to 53

53 to 40
53 to 40

46 to 53
46 to 53

53:30

Answer 19

The whole-to-part ratio for phones and televisions is 53 to 17. Therefore, the correct ratio written with the word "to" is 53 to 17.