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A number below 0 and has different rules to positive numbers

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a number that is less than zero and has opposite rules to regular ones

# data[].attributes.subject
a number that is less than zero and has opposite rules to regular ones

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hugo

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Remove the +
-1-1 = -2

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A number less than zero, which usually has their subtraction sign on the left of it.

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instead of adding with negative numbers you subtract it e.g. -1+20=19

# data[].attributes.subject
instead of adding with negative numbers you subtract it e.g. -1+20=19

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hugo

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a number thats below 0 and has rules that contrast to normal positive numbers.

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a number thats below 0 and has rules that contrast to normal positive numbers.

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A number after zero

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A number before zero

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positive+negative=negative
negative+negative=positive

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instead of multiplying with negative numbers you divide it and the number result is negative e.g. 30x-2=-15

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instead of multiplying with negative numbers you divide it and the number result is negative e.g. 30x-2=-15

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Positve x negative= neagtive
Negative neagtive= positive

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To add a negative number you would have to add onto it’s quantity, which the number in front of the subtraction sign will decrease as it’s overall value will increase.

Eg:

-7+10=-3
-5+ -8=-13
-14+4=-10

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a number less than zero which uses different rules than positive numbers

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Any number before zero

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And for stuff like calculating debt

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Negatives could come up almost anywhere - solving equations, estimating, graphs, sequences, quadratics, any number could be negative

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We need negative numbers becuase it helps us in formulas to define if the number is being minus or negative. It also helps us with temperatures so we can find the freezing point.

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( negative x negative= positive)
( negative x positive= negative)
( positive x positive= positive)

The method or mindset I used in the past was if:
* Someone likes ice cream with someone who likes ice cream= will both be friends
* Someone who does not like ice cream with someone who likes ice cream will not be friends. (Hence the story version of multiplying)