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Is negative 3 bigger than 0?

Updated: 4/28/2022
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12y ago

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Any NEGATIVE number is SMALLER then 0, or less in value(-1,-2,-3...) BUT COUNTING numbers are GREATER than 0 (1,2,3...)

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Q: Is negative 3 bigger than 0?
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Is negative 3 less than negative 4?

no For the negative numbers the biggest is the one closer to 0 so -3 is bigger than -4 and -2 is bigger than -3 and so on


Is negative 3 greater than negative 4?

Yes it is yes because the integer -3 is closer to 0 than -4 the bigger the negative, the smaller the number.


Which is bigger -3 or 0?

0 is bigger than -3


Is -3 bigger than -8?

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Is negative 3 greater than negative 1?

No, It is less. Look at this: -4 -3 -2 -1 0 1 2 3 4 smaller................bigger The larger the negative number, the smaller it gets, because it is getting more negative.


Is positive 8 bigger than negative 3?

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Is 0.15 bigger than negative 3?

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When the numerator is bigger than denominator a fraction is?

It can be anything you like.-3 is bigger than -4 but (-3)/(-4) = 3/4 is a positive fraction which is less than 1.4 is bigger than 3 but 4/3 is a positive fraction which is greater than 1.3 is bigger than -4 but 3/(-4) = -3/4 is a negative fraction which is greater than -1.4 is bigger than -3 but 4/(-3) = -4/3 is a negative fraction which is less than -1.


Why is 2- 3 bigger than 2-5?

A negative number closest to zero is greater 2-3 = negative 1 2-5 = negative 3 negative 1 is bigger because it is closer to zero


Is negative 3 equal to positive 0?

No. It is 3 less than 0.


Why is negative 4 less than negative 3?

-4 is less than -3 because -3 is closer to 0


Is a negative number minus a negative number a positive or negative answer?

It can have any sign. For example, -3 - (-1) = -3 + 1 = -2 the answer is negative. -3 - (-3) = -3 + 3 = 0 the answer is zero. -3 - (-5) = -3 + 5 = 2 the answer is positive. If the magnitude of the second negative [1] is smaller than the magnitude of the first [3], the answer is negative. If the magnitudes are equal, the answer is zero If the magnitude of the second number [5] is bigger than the magnitude of the first [3], the answer is positive.