Jesse’s monthly income is $1350 and him savings is $405. Find savings to expenses ratio.
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In Read & Write the Simplified Ratio for the Following
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1
2
Out of 120 students in a class, 50 are boys. Find boys to girls ratio.
3
Length and breadth of a rectangular field are 88 feet and 40 feet respectively. Find the ratio of length to breadth of the field.
4
Out of 108 students in a class, 18 prefer football, 54 prefer baseball and remaining like tennis. Find the ratio of number of students who prefer football to number of students who prefer tennis.
5
There are 60 teachers in a school of 1020 students. Find number of teachers to number of students ratio.
6
In a city of 12200 people, 4760 are government employees and the remaining are self-employed. Find government employees to self-employed ratio.
7
Sean’s monthly income is $1595 and him savings is $435. Find savings to expenses ratio.
8
Out of 80 students in a class, 20 are boys. Find boys to girls ratio.
9
Length and breadth of a rectangular field are 240 feet and 80 feet respectively. Find the ratio of length to breadth of the field.
10
Out of 126 students in a class, 28 prefer football, 56 prefer baseball and remaining like tennis. Find the ratio of number of students who prefer football to number of students who prefer tennis.
Answers Key
Show All Workout
1
Jesse’s monthly income is $1350 and him savings is $405. Find savings to expenses ratio.
Savings to expenses ratio is 3:7
Solution
Jesse's Income = $1350
Savings = $405
Expenses = 1350 - 405 = 945
∴ savings to expenses ratio = 405:945 = 3:7
Savings = $405
Expenses = 1350 - 405 = 945
∴ savings to expenses ratio = 405:945 = 3:7
2
Out of 120 students in a class, 50 are boys. Find boys to girls ratio.
Boys to girls ratio is 5:7
Solution
Total Number of students = 120
boys = 50
girls = 120 - 50 = 70
∴ Boys to girls ratio = 50:70 = 5:7
boys = 50
girls = 120 - 50 = 70
∴ Boys to girls ratio = 50:70 = 5:7
3
Length and breadth of a rectangular field are 88 feet and 40 feet respectively. Find the ratio of length to breadth of the field.
Length to breadth ratio is 11:5
Solution
Length of a rectangular field = 88
breadth of a rectangular field = 40
∴ Length to breadth ratio = 88:40 = 11:5
breadth of a rectangular field = 40
∴ Length to breadth ratio = 88:40 = 11:5
4
Out of 108 students in a class, 18 prefer football, 54 prefer baseball and remaining like tennis. Find the ratio of number of students who prefer football to number of students who prefer tennis.
Number of students who prefer football to number of students who prefer tennis ratio is 1:2
Solution
Total Number of students = 108
Number of students prefer football = 18
Number of students prefer baseball = 54
Number of students prefer tennis =108 - (18 + 54) = 36
∴ Number of students who prefer football to number of students who prefer tennis ratio = 18:36 = 1:2
Number of students prefer football = 18
Number of students prefer baseball = 54
Number of students prefer tennis =108 - (18 + 54) = 36
∴ Number of students who prefer football to number of students who prefer tennis ratio = 18:36 = 1:2
5
There are 60 teachers in a school of 1020 students. Find number of teachers to number of students ratio.
number of teachers to number of students ratio is 1:17
Solution
Total Number of teachers = 60
Total Number of students = 1020
∴ Number of teachers to number of students ratio = 60:1020 = 1:17
Total Number of students = 1020
∴ Number of teachers to number of students ratio = 60:1020 = 1:17
6
In a city of 12200 people, 4760 are government employees and the remaining are self-employed. Find government employees to self-employed ratio.
Government employees to self-employed ratio is 119:186
Solution
Number of people in the city = $12200
Number of Government employees = $4760
Self employed = 12200 - 4760 = 7440
∴ Government employees to self-employed ratio = 4760:7440 = 119:186
Number of Government employees = $4760
Self employed = 12200 - 4760 = 7440
∴ Government employees to self-employed ratio = 4760:7440 = 119:186
7
Sean’s monthly income is $1595 and him savings is $435. Find savings to expenses ratio.
Savings to expenses ratio is 3:8
Solution
Sean's Income = $1595
Savings = $435
Expenses = 1595 - 435 = 1160
∴ savings to expenses ratio = 435:1160 = 3:8
Savings = $435
Expenses = 1595 - 435 = 1160
∴ savings to expenses ratio = 435:1160 = 3:8
8
Out of 80 students in a class, 20 are boys. Find boys to girls ratio.
Boys to girls ratio is 1:3
Solution
Total Number of students = 80
boys = 20
girls = 80 - 20 = 60
∴ Boys to girls ratio = 20:60 = 1:3
boys = 20
girls = 80 - 20 = 60
∴ Boys to girls ratio = 20:60 = 1:3
9
Length and breadth of a rectangular field are 240 feet and 80 feet respectively. Find the ratio of length to breadth of the field.
Length to breadth ratio is 3:1
Solution
Length of a rectangular field = 240
breadth of a rectangular field = 80
∴ Length to breadth ratio = 240:80 = 3:1
breadth of a rectangular field = 80
∴ Length to breadth ratio = 240:80 = 3:1
10
Out of 126 students in a class, 28 prefer football, 56 prefer baseball and remaining like tennis. Find the ratio of number of students who prefer football to number of students who prefer tennis.
Number of students who prefer football to number of students who prefer tennis ratio is 2:3
Solution
Total Number of students = 126
Number of students prefer football = 28
Number of students prefer baseball = 56
Number of students prefer tennis =126 - (28 + 56) = 42
∴ Number of students who prefer football to number of students who prefer tennis ratio = 28:42 = 2:3
Number of students prefer football = 28
Number of students prefer baseball = 56
Number of students prefer tennis =126 - (28 + 56) = 42
∴ Number of students who prefer football to number of students who prefer tennis ratio = 28:42 = 2:3
Read the Following & Simplify Ratios Worksheet
Simplifying ratios (word problems) worksheet with answers for 6th grade math curriculum is available online for free in printable and downloadable (pdf & image) format. Tap on PRINT, PDF or IMAGE button to print or download this grade-6 ratio & proportion worksheet to practice how to write the ratios for the following statements.
How to Use this Worksheet
In this sixth grade ratio & proportion worksheet, students are required to read the word problems and write the simplified (equivalent) ratio. Use the data in the sentence, find the antecedent and consequent of the ratio and write in the reduced form.
Answers KeyTeachers, tutors, parents or students can check or validate the solved questions by using the corresponding answers key which comprises the step by step work on how to find simplified ratio for the ratio and proportion word problems.
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