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4865359
Integers
Descrição
Basic operations on intgers
Sem etiquetas
integers
integer operations
integer definition
mathematics
csec
Mapa Mental por
kfmillar
, atualizado more than 1 year ago
Mais
Menos
Criado por
kfmillar
quase 10 anos atrás
250
2
0
Resumo de Recurso
Integers
are composed of
opposite of positive numbers
Eg. -1 , -2 , -3 , -4 , ...
value less than 0
zero
neither negative nor positive
considered neutral
counting numbers
any regular number
Eg. +1 , +2 , +3 , +4 , ...
value greater than 0
can be represented using a number line
Adding integers
Same signs
Add the numbers and keep the sign
(+) + (+) = (+)
Example : 5 + 3 = 8
(-) + (-) = (-)
Example : (-5) + (-3) = (-8)
Different signs
Subtract the two numbers and keep the sign of the bigger number
Example : (-8) + 2 = -6
Example : 8 + (-2) = 6
Subtracting integers
To subtract integers, LCO the problem
Leave the first number
Change the last number to its Opposite
Change the sign
Use the addition rules to solve
(-7) - (-4)
L C O
(-7) + (+4)
= -3
7 - (+4)
L C O
7 + (-4)
= 3
Multiplying Integers
If the signs are the same, you multiply and the product is positive
(+) x (+) = (+)
( - ) x ( - ) = ( + )
Example : ( -4 ) x ( -2 ) = +8
If the signs are different, multiply and the product is negative
( + ) x ( - ) = ( - )
( - ) x ( + ) = ( - )
Example : ( - 4 ) x ( 2 ) = ( - 8 )
Dividing Integers
If the signs are the same, you divide and the quotient is positive
( + ) / ( + ) = ( + )
( - ) / ( - ) = ( + )
Example : ( - 8) / ( - 2 ) = ( + 4 )
If the signs are different, you divide and the quotient is negative
( + ) / ( - ) = ( - )
( - ) / ( + ) = ( - )
Example : ( - 8 ) / ( + 2 ) = ( - 4 )
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