Question

(4) Write properties of Addition, subtraction,
Multiplication and Division of Integers.
(closure
Associative ete)
commutative​

Answer 1

Step-by-step explanation:

properties of addition of integer ok first closure property second community property third associative property for additive identify firoti hamari additive inverse closure property define the sum of any two integer is an integer that is if a and b are any two integers then a + b is also an integer for example the sum of 5 and 7 is 12 and integer second commutative property define the sum of any two integer remains the same even if the order in which they are added is changed that is if a and b are any two integer then a + b is equal to b + a for example bracket minus 5 bracket is Plus six 1 is equal to 6 + (5 associative property the sum of any three integer then a + b b + c is equal to a + b + c is also an integer additive identify if 0 added to an integer the sum obtained is the integer itself additive the sum of an integer and it is additive inverse in 0 subtraction of integer properties of subtraction of integers closer property commutative property associative property at the property closure property define the difference of two integer is always an integer commutative property if the order subtraction of integer is changed their difference also changed associative property if a and b and c are any three integer then a minus b minus c not equal a minus b (b minus c) identify property when zero is subtracted from any integer the difference obtained the the integer itself but any integer subtracting from zero is not equal to the integers