Solve the Integer Division: -50 ÷ 1 Basic Calculation

Q: Why does dividing by 1 give me the same number?

Think of division as splitting into groups. If you have -50 and split it into 1 group, you still have all -50 in that single group! Division by 1 means 'no splitting at all.'

Q: Does the negative sign stay when I divide by 1?

Always! The sign of a number never changes when dividing by 1. Whether it's $ \frac{-50}{1} $ or $ \frac{50}{1} $, the original sign stays exactly the same.

Q: Is this the same as multiplying by 1?

Yes! Both dividing by 1 and multiplying by 1 leave the number unchanged. These are called identity operations because the number keeps its identity.

Q: What if I had a positive number divided by 1?

Same rule applies! $ \frac{50}{1} = 50 $. Whether positive or negative, any number divided by 1 equals itself.

Q: How do I remember this rule?

Think: 'Division by 1 = no change at all.' It's like having 1 box to put everything in - nothing gets split or changed, just stays exactly the same!

Division by One with Negative Numbers

Solve the following:

$\frac{-50}{1}=$

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Step-by-step written solution

Follow each step carefully to understand the complete solution

Understand the problem

Solve the following:

$\frac{-50}{1}=$

Step-by-step solution

Note that we are dividing a negative number by a positive number, and therefore the result will necessarily be a negative number:

$-:+=-$

Let's remember the rule:

$\frac{x}{1}=x$

In other words, any number divided by 1 will be equal to itself.

Therefore:

$\frac{-50}{1}=-50$

Final Answer

$-50$

Key Points to Remember

Essential concepts to master this topic

Rule: Any number divided by 1 equals itself
Technique: $\frac{-50}{1} = -50$ keeps the original sign
Check: Verify -50 × 1 = -50, confirming our division result ✓

Common Mistakes

Avoid these frequent errors

Forgetting to keep the negative sign
Don't think $\frac{-50}{1} = 50$ just because dividing seems to 'remove' negatives = wrong positive answer! Division by 1 never changes the sign of a number. Always remember that dividing by 1 keeps the number exactly as it is, including its sign.

Practice Quiz

Test your knowledge with interactive questions

Convert $\frac{7}{2}$ into its reciprocal form:

FAQ

Everything you need to know about this question

Why does dividing by 1 give me the same number?

Think of division as splitting into groups. If you have -50 and split it into 1 group, you still have all -50 in that single group! Division by 1 means 'no splitting at all.'

Does the negative sign stay when I divide by 1?

Always! The sign of a number never changes when dividing by 1. Whether it's $\frac{-50}{1}$ or $\frac{50}{1}$ , the original sign stays exactly the same.

Is this the same as multiplying by 1?

Yes! Both dividing by 1 and multiplying by 1 leave the number unchanged. These are called identity operations because the number keeps its identity.

What if I had a positive number divided by 1?

Same rule applies! $\frac{50}{1} = 50$ . Whether positive or negative, any number divided by 1 equals itself.

How do I remember this rule?

Think: 'Division by 1 = no change at all.' It's like having 1 box to put everything in - nothing gets split or changed, just stays exactly the same!

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