Mathematics
Grade 6
15 min
Complete the subtraction sentence - up to three digits
Complete the subtraction sentence - up to three digits
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1
Introduction & Learning Objectives
Learning Objectives
Identify the minuend, subtrahend, and difference in a subtraction sentence.
Use inverse operations (addition) to find a missing minuend in a subtraction sentence.
Use inverse operations (subtraction) to find a missing subtrahend in a subtraction sentence.
Accurately calculate a missing difference in a subtraction sentence involving three-digit numbers.
Apply regrouping techniques correctly when solving subtraction sentences with missing values.
Verify their solutions to subtraction sentences using the original operation.
Ever wondered how detectives solve mysteries? 🕵️♀️ In math, we're going to be number detectives, finding the missing pieces in subtraction puzzles!
This lesson will teach you how to complete subtraction sentences where one of the n...
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Key Concepts & Vocabulary
TermDefinitionExample
Subtraction SentenceA mathematical statement that shows the relationship between a minuend, a subtrahend, and a difference, typically written as 'minuend - subtrahend = difference'.$543 - 120 = 423$
MinuendThe first number in a subtraction sentence, from which another number is subtracted. It is usually the largest number when dealing with positive differences.In $789 - 234 = 555$, the minuend is $789$.
SubtrahendThe second number in a subtraction sentence, which is being subtracted from the minuend.In $789 - 234 = 555$, the subtrahend is $234$.
DifferenceThe result or answer obtained when one number is subtracted from another.In $789 - 234 = 555$, the difference is $555$.
Inverse OperationsOperations that undo each other. For subtraction, the inverse opera...
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Core Formulas
Finding the Missing Minuend
If $a - b = c$, then $a = c + b$
To find the missing minuend (the first number), add the subtrahend (the number being subtracted) to the difference (the answer).
Finding the Missing Subtrahend
If $a - b = c$, then $b = a - c$
To find the missing subtrahend (the number being subtracted), subtract the difference (the answer) from the minuend (the first number).
Finding the Missing Difference
If $a - b = c$, then $c = a - b$
To find the missing difference (the answer), simply subtract the subtrahend from the minuend.
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Challenging
Consider the subtraction sentence structure X - Y = 246. If the subtrahend (Y) were 315, what would the value of the minuend (X) have to be?
A.69
B.561
C.551
D.461
Challenging
A student is solving ___ - 456 = 289. They incorrectly use subtraction and get 167. What is the correct missing number, and which operation should they have used to find it?
A.The correct number is 167; they should have used subtraction.
B.The correct number is 745; they should have used subtraction.
C.The correct number is 745; they should have used addition.
D.The correct number is 645; they should have used addition.
Challenging
What is the number that is 287 less than the sum of 450 and 250?
A.413
B.423
C.987
D.87
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