Solve (+6) - (+11): Step-by-Step Integer Subtraction

Q: Why do the parentheses around positive numbers matter?

The parentheses around (+6) and (+11) just show that these are positive numbers clearly. They don't change the operation - you still subtract normally!

Q: How do I remember which direction to move on the number line?

Subtraction always means left! When you subtract, you move left on the number line. Addition moves right, subtraction moves left.

Q: Why is the answer negative when both numbers are positive?

Because you're subtracting a larger number from a smaller number! When 11 > 6, the result of 6 - 11 must be negative.

Q: Can I rewrite this problem differently?

Yes! $ (+6) - (+11) $ is the same as $ 6 - 11 $. The parentheses just emphasize that the numbers are positive.

Integer Subtraction with Positive Numbers

Solve the following problem

$(+6)-(+11)=$

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Step-by-step video solution

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00:00 Solve

00:02 Negative times positive always equals negative

00:05 And this is the solution to the question

Step-by-step written solution

Follow each step carefully to understand the complete solution

Understand the problem

Solve the following problem

$(+6)-(+11)=$

Step-by-step solution

Let's remember the rule:

$-(+x)=-x$

Now let's write the exercise in the appropriate form:

$6-11=$

We'll locate the number 6 on the number line and from there we'll move 11 steps to the left:

The answer is minus 5.

Final Answer

$-5$

Key Points to Remember

Essential concepts to master this topic

Rule: Subtracting positive numbers means moving left on number line
Technique: Convert (+6) - (+11) to 6 - 11 = -5
Check: Start at 6, move 11 steps left to reach -5 ✓

Common Mistakes

Avoid these frequent errors

Adding instead of subtracting when seeing parentheses
Don't calculate (+6) + (+11) = +17 when you see parentheses! The minus sign between them means subtract, not add. Always follow the operation sign: (+6) - (+11) means 6 minus 11.

Practice Quiz

Test your knowledge with interactive questions

a is negative number.

b is negative number.

What is the sum of a+b?

FAQ

Everything you need to know about this question

Why do the parentheses around positive numbers matter?

The parentheses around (+6) and (+11) just show that these are positive numbers clearly. They don't change the operation - you still subtract normally!

How do I remember which direction to move on the number line?

Subtraction always means left! When you subtract, you move left on the number line. Addition moves right, subtraction moves left.

Why is the answer negative when both numbers are positive?

Because you're subtracting a larger number from a smaller number! When 11 > 6, the result of 6 - 11 must be negative.

Can I rewrite this problem differently?

Yes! $(+6) - (+11)$ is the same as $6 - 11$ . The parentheses just emphasize that the numbers are positive.

What if I got confused and calculated 11 - 6 instead?

That would give you +5, which is incorrect! The order matters in subtraction. Always subtract the second number from the first: 6 - 11, not 11 - 6.

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