Math Drills
Capacity (L, dL, mL) Review
B-2Calculation
You can hand this out in class or share it on social media for free. Usage rules
What this worksheet covers
- Topic
- Capacity (L, dL, mL)
L, dL and mL are met by counting containers and reading a scale. With 1 L = 10 dL and 1 dL = 100 mL, children restate a quantity in another unit, then add and subtract within one unit and across units, including the cases that carry and borrow.
Read more
The standard error is misremembering 1 L as 100 mL and writing 3 L as 300 mL, so an answer with one zero missing identifies it. In Measuring Capacity (Reading the Scale), children count the lines without checking whether one mark stands for 1 dL or 2 dL, and write half the real value.
Comparing Capacity judged more and less by pouring water between containers; here, the amount of water is written as a number of L, dL or mL. This numerical way of grasping quantity continues into Decimal Units (Capacity and Length) in grade 3, where compound units are rewritten as decimals.
- Addition (Same Units) · Equations1 question
- Addition (Different Units) · Equations2 questions
- Addition (With Carrying) · Equations3 questions
- Subtraction (Same Units) · Equations1 question
- Subtraction (Different Units) · Equations2 questions
- Subtraction (With Borrowing) · Equations3 questions
Questions & answers
Problems and answers on this worksheet
These are the problems in “Capacity (L, dL, mL)”, shown with their answers.
(1)3L7dL+6dL=□ □
Answer: 4L, 3dL
(2)1L7dL+3L6dL=□ □
Answer: 5L, 3dL
(3)3L1dL+4L=□ □
Answer: 7L, 1dL
(4)5L3dL-4L8dL=□ □
Answer: 0L, 5dL
(5)6L8dL-5L5dL=□ □
Answer: 1L, 3dL
(6)4L+3L2dL=□ □
Answer: 7L, 2dL
(7)4L5dL-8dL=□ □
Answer: 3L, 7dL
(8)3dL+6dL=□
Answer: 9dL
(9)2L9dL-5dL=□ □
Answer: 2L, 4dL
(10)7dL-3dL=□
Answer: 4dL
(11)2L1dL-4dL=□ □
Answer: 1L, 7dL
(12)5L8dL+2dL=□ □
Answer: 6L, 0dL
What to do next
More worksheets in this unit
Units (L, dL, mL)Units (L, dL, mL) Conversion (L ⇔ dL, mL)
Units (L, dL, mL)Units (L, dL, mL) Conversion (dL ⇔ mL and More)
Adding Capacity (Same Units)Adding Capacity (Same Units) Calculation
Adding Capacity (Same Units)Adding Capacity (Same Units) Word Problems
Adding Capacity (Different Units)Adding Capacity (Different Units) Calculation
Adding Capacity (Different Units)Adding Capacity (Different Units) Word Problems
Adding Capacity (With Carrying)Adding Capacity (With Carrying) Calculation
Adding Capacity (With Carrying)Adding Capacity (With Carrying) Word Problems
Subtracting Capacity (Same Units)Subtracting Capacity (Same Units) Calculation
Subtracting Capacity (Same Units)Subtracting Capacity (Same Units) Word Problems
Subtracting Capacity (Different Units)Subtracting Capacity (Different Units) Calculation
Subtracting Capacity (Different Units)Subtracting Capacity (Different Units) Word Problems
Subtracting Capacity (With Borrowing)Subtracting Capacity (With Borrowing) Calculation
Subtracting Capacity (With Borrowing)Subtracting Capacity (With Borrowing) Word Problems
Capacity (L, dL, mL) ReviewCapacity (L, dL, mL) Review Conversion
Capacity (L, dL, mL) ReviewCapacity (L, dL, mL) Review Word Problems
