Number Line Comparison: Determine if Point D is Greater or Less Than Zero

Number Line Positioning with Negative Integers

Fill in the corresponding sign

0?D 0?D

AAAKKK-5-5-5BBB-4-4-4CCC-3-3-3DDD-2-2-2EEE-1-1-1FFF000GGG111HHH222III333JJJ444555

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1

Understand the problem

Fill in the corresponding sign

0?D 0?D

AAAKKK-5-5-5BBB-4-4-4CCC-3-3-3DDD-2-2-2EEE-1-1-1FFF000GGG111HHH222III333JJJ444555

2

Step-by-step solution

Let's locate the letter on the number line and see which number represents it:

D=2 D=-2

Since the number negative 2 is negative, it must be less than zero, therefore:

0>2 0 > -2

3

Final Answer

> >

Key Points to Remember

Essential concepts to master this topic
  • Position Rule: Numbers to the left of zero are negative
  • Technique: Point D sits at -2, which is 2 units left of zero
  • Check: Since -2 < 0, we write 0 > -2 or equivalently D < 0 ✓

Common Mistakes

Avoid these frequent errors
  • Confusing the direction of inequality symbols
    Don't write -2 > 0 just because you see point D first = backwards comparison! This reverses the true relationship. Always remember that negative numbers are smaller than zero, so 0 > -2.

Practice Quiz

Test your knowledge with interactive questions

\( 5 < -5 \)

AAAKKK-5-5-5BBB-4-4-4CCC-3-3-3DDD-2-2-2EEE-1-1-1FFF000GGG111HHH222III333JJJ444555

FAQ

Everything you need to know about this question

How do I remember which way the inequality symbol goes?

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Think of the symbol as a hungry mouth that always wants to eat the bigger number! Since 0 is bigger than -2, the mouth opens toward 0: 0>2 0 > -2 .

What does it mean when a point is to the left of zero?

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Points to the left of zero represent negative numbers. The further left you go, the smaller the number becomes. So -5 is smaller than -2!

Can I write the answer as D < 0 instead of 0 > D?

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Absolutely! Both 0>D 0 > D and D<0 D < 0 mean exactly the same thing. Choose whichever format matches what the question is asking for.

How do I read the number line correctly?

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Start by finding zero as your reference point. Numbers increase as you move right (+1, +2, +3...) and decrease as you move left (-1, -2, -3...).

What if the point was exactly on zero?

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If point D was exactly on zero, then D=0 D = 0 , and we would use the equals sign (=) instead of greater than or less than symbols.

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