ICSE /Class 6
Maths MCQ Based On Need for negative numbers
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ICSE Class 6 Maths Need for negative numbers
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while comparing negative integers, the integer with smaller numerical value is the larger integer
Loss is in negative
If a negative integer is added to itself the result would be a negative integer with greater numerical value
Make use of the distributive property for the sum and change the sign of integers accordingly
+ represents profit & - represents loss.
Product of two negative integers is always a positive integer.
While comparing negative integers, the integer with a smaller numerical value is the larger integer
- sign shows loss & + sign shows profit
For example: −2 + 2 = 0. Here, 2 is the additive inverse of −2; it is positive
Negative numbers get smaller when they get away from 0.
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