(6)
a positive one
Example 5 × −6 = −30 therefore it is negative.
When dividing a negative integer by a positive integer, the result is negative. For example, (-6 \div 2 = -3). Conversely, when dividing a positive integer by a negative integer, the result is also negative, such as (6 \div -2 = -3). In both cases, the rule is that the quotient takes the sign of the numerator when it is negative.
No. The absolute simply returs the positive of any integer. ABS(6) = 6 and ABS(-6) = 6.
The product would be a positive integer.
There are no positive integers less than any negative ones.
positive 6 and negative 6. - 6 + 6
a positive one
Example 5 × −6 = −30 therefore it is negative.
yes. the opposite of a positive integer is the same except negative and vice versa ( ex: the opposite integer of -6 is 6. if you multiply them, it equals zero)
When dividing a negative integer by a positive integer, the result is negative. For example, (-6 \div 2 = -3). Conversely, when dividing a positive integer by a negative integer, the result is also negative, such as (6 \div -2 = -3). In both cases, the rule is that the quotient takes the sign of the numerator when it is negative.
No. The absolute simply returs the positive of any integer. ABS(6) = 6 and ABS(-6) = 6.
Store the absolute value of the desired integer in a variable. Multiply the absolute value by two. Substract the new integer by the old integer.
The absoluate value of a positive integer is the integer itself.The absoluate value of a positive integer is the integer itself.The absoluate value of a positive integer is the integer itself.The absoluate value of a positive integer is the integer itself.
The product would be a positive integer.
As 6 is a positive integer, no negative integer is greater than it.
numbers that come after one another (ie 3,4) and that are positive