# Mass Measurement Word Problems: Worksheets, Online Test and Calculators

Mass measurement word problems worksheets, solved worksheet problems or exercises with step-by-step work, formative assessment as online test, calculator and more learning resources to learn, practice, assess and master the basic math skills of measurement and conversion.

Mass Measurement Word Problems
Name
Date

1
Find what is the total weight of 6 metal chairs, if the weight of 1 metal chair is 11 pounds 11 ounces?
2
How many bags are required, if candy weighing 3 pounds 8 ounces is filled equally in bags of 14 ounces each?
3
Timothy has 3 metal balls each weighing 3 pounds 6 ounces, 8 pounds 3 ounces and 10 pounds 11 ounces. What is the total weight of these three metal balls?
4
1 package of fruits is 9 pounds 5 ounces and another package of fruits is 6 pounds 2 ounces. Find what is the total weight?
5
A grain box weighs 9 pounds 6 ounces. grains weighing 5 pounds 3 ounces taken out from the box. Find what is the remaining weight of that grain box?
6
7 pounds 5 ounces of candy is filled equally in 9 bottles. Find what is the weight of candy in each bottle?
7
Find what is the total weight of 3 wooden chairs, if the weight of 1 wooden chair is 35 pounds 14 ounces?
8
How many bags are required, if candy weighing 3 pounds 6 ounces is filled equally in bags of 9 ounces each?
9
Hannah has 3 iron balls each weighing 14 pounds 1 ounce, 6 pounds 14 ounces and 14 pounds 8 ounces. What is the total weight of these three iron balls?
10
1 package of cake is 2 pounds 12 ounces and another package of cake is 1 pound 9 ounces. Find what is the total weight?

Solved Worksheet Problems
Show All Workout
1
Find what is the total weight of 6 metal chairs, if the weight of 1 metal chair is 11 pounds 11 ounces?
Weight of 6 metal chairs is equal to 70 pounds 2 ounces
Solution
Weight of 1 metal chair = 11 lb 11 oz
Number of metal chairs = 6
Weight in ounce
1 pound = 16 ounce
11 lb 11 oz => (11 x 16 oz) + 11 oz = 187 oz
Weight of 6 metal chairs = 6 x 187 oz = 1122 oz
Weight in pound
1 ounce =
116
pound
1122 oz =>
112216
= 70 lb 2 oz
∴ Weight of 6 metal chairs is equal to 70 pounds 2 ounces
2
How many bags are required, if candy weighing 3 pounds 8 ounces is filled equally in bags of 14 ounces each?
candy weighing 3 pounds 8 ounces require 4 bags
Solution
Total weight of candy = 3 lb 8 oz
Weight of one bag = 14 oz
Weight in ounce
1 pound = 16 ounce
3 lb 8 oz => (3 x 16 oz) + 8 oz = 56 oz
Number of bags required =
5614
= 4
∴ candy weighing 3 pounds 8 ounces require 4 bags
3
Timothy has 3 metal balls each weighing 3 pounds 6 ounces, 8 pounds 3 ounces and 10 pounds 11 ounces. What is the total weight of these three metal balls?
22 pounds 4 ounces is the total weight of 3 metal balls
Solution
Weight of metal ball1 = 3 lb 6 oz
Weight of metal ball2 = 8 lb 3 oz
Weight of metal ball3 = 10 lb 11 oz
Total weight of 3 metal balls =3 lb 6 oz + 8 lb 3 oz + 10 lb 11 oz
= 22 lb 4 oz
∴ 22 pounds 4 ounces is the total weight of 3 metal balls
4
1 package of fruits is 9 pounds 5 ounces and another package of fruits is 6 pounds 2 ounces. Find what is the total weight?
The total weight of fruits packages is 15 pounds 7 ounces
Solution
Weight of fruits package 1 = 9 lb 5 oz
Weight of fruits package 2 = 6 lb 2 oz
Total weight of fruits = 9 lb 5 oz + 6 lb 2 oz
= 15 lb 7 oz
∴ The total weight of fruits packages is 15 pounds 7 ounces
5
A grain box weighs 9 pounds 6 ounces. grains weighing 5 pounds 3 ounces taken out from the box. Find what is the remaining weight of that grain box?
Remaining weight of grain box is 4 pounds 3 ounces
Solution
Weight of grain box = 9 lb 6 oz
Weight of grains taken out = 5 lb 3 oz
Remaining weight of grain box = 9 lb 6 oz - 5 lb 3 oz
= 4 lb 3 oz
∴ Remaining weight of grain box is 4 pounds 3 ounces
6
7 pounds 5 ounces of candy is filled equally in 9 bottles. Find what is the weight of candy in each bottle?
The weight of candy in each bottle is 13 ounces
Solution
Weight of candy = 7 lb 5 oz
Number of bottles = 9
Weight in ounce
1 pound = 16 ounce
7 lb 5 oz => (7 x 16 oz) + 5 oz = 117 oz
Weight of candy in each bottle =
1179
= 13 oz
∴ The weight of candy in each bottle is 13 ounces
7
Find what is the total weight of 3 wooden chairs, if the weight of 1 wooden chair is 35 pounds 14 ounces?
Weight of 3 wooden chairs is equal to 107 pounds 10 ounces
Solution
Weight of 1 wooden chair = 35 lb 14 oz
Number of wooden chairs = 3
Weight in ounce
1 pound = 16 ounce
35 lb 14 oz => (35 x 16 oz) + 14 oz = 574 oz
Weight of 3 wooden chairs = 3 x 574 oz = 1722 oz
Weight in pound
1 ounce =
116
pound
1722 oz =>
172216
= 107 lb 10 oz
∴ Weight of 3 wooden chairs is equal to 107 pounds 10 ounces
8
How many bags are required, if candy weighing 3 pounds 6 ounces is filled equally in bags of 9 ounces each?
candy weighing 3 pounds 6 ounces require 6 bags
Solution
Total weight of candy = 3 lb 6 oz
Weight of one bag = 9 oz
Weight in ounce
1 pound = 16 ounce
3 lb 6 oz => (3 x 16 oz) + 6 oz = 54 oz
Number of bags required =
549
= 6
∴ candy weighing 3 pounds 6 ounces require 6 bags
9
Hannah has 3 iron balls each weighing 14 pounds 1 ounce, 6 pounds 14 ounces and 14 pounds 8 ounces. What is the total weight of these three iron balls?
35 pounds 7 ounces is the total weight of 3 iron balls
Solution
Weight of iron ball1 = 14 lb 1 oz
Weight of iron ball2 = 6 lb 14 oz
Weight of iron ball3 = 14 lb 8 oz
Total weight of 3 iron balls =14 lb 1 oz + 6 lb 14 oz + 14 lb 8 oz
= 35 lb 7 oz
∴ 35 pounds 7 ounces is the total weight of 3 iron balls
10
1 package of cake is 2 pounds 12 ounces and another package of cake is 1 pound 9 ounces. Find what is the total weight?
The total weight of cake packages is 4 pounds 5 ounces
Solution
Weight of cake package 1 = 2 lb 12 oz
Weight of cake package 2 = 1 lb 9 oz
Total weight of cake = 2 lb 12 oz + 1 lb 9 oz
= 4 lb 5 oz
∴ The total weight of cake packages is 4 pounds 5 ounces

## Worksheet: Mass Measurement Word Problems

Mass measurement word problems worksheet is the largest collection of practice problems and solved exercises which can be served as homework, classwork or assignment problems for the students to learn, practice, assess, iterate and master the skills of how to solve such measurement and conversion problems in basic mathematics.

Online Test
00:00
Start my Challenge
How many bags are required, if candy weighing 3 pounds 8 ounces is filled equally in bags of 14 ounces each?
How many bags are required, if vegtables weighing 10 pounds 2 ounces is filled equally in bags of 9 ounces each?
2 pounds 8 ounces of honey is filled equally in 10 bottles. Find what is the weight of honey in each bottle?
Find what is the total weight of 6 metal chairs, if the weight of 1 metal chair is 7 pounds 13 ounces?
A grain box weighs 8 pounds 7 ounces. grains weighing 5 pounds 1 ounce taken out from the box. Find what is the remaining weight of that grain box?
Find what is the total weight of 2 iron chairs, if the weight of 1 iron chair is 8 pounds 8 ounces?
1 package of cake is 1 pound 10 ounces and another package of cake is 2 pounds 4 ounces. Find what is the total weight?
Derek has 3 iron balls each weighing 11 pounds 12 ounces, 11 pounds 15 ounces and 8 pounds 6 ounces. What is the total weight of these three iron balls?
1 package of fruits is 6 pounds 11 ounces and another package of fruits is 10 pounds 10 ounces. Find what is the total weight?
Barbara has 3 iron balls each weighing 7 pounds 2 ounces, 6 pounds 2 ounces and 9 pounds 12 ounces. What is the total weight of these three iron balls?

## Online Test: Mass Measurement Word Problems

This online test to find the mass measurement word problems is a formative assessment which can be used as homework, classwork or assignment problems to assess and improve the learner's math skills on measurement and conversion.

## Work with steps - Mass Conversion

Question:
Pound to Conversion
10 Pound in
1 Pound =
10 Pound = 10 x
10 Pound = 0

Mass conversion calculator is a key tool for users to generate step-by-step work to quickly understand the calculation, solve the homework problems, solve the classwork problems, prepare the answer key document for summative and formative assessments or immediately verify the entire calculation for the user supplied input values.