Question

State the property of integers represented by
the following statements.
a) (3 + 2) + 4 = 3 +(2+4)
b) 210 x 0 = 0
c) 968 x 1 = 968
d) 81 x(50 - 15)= 81 50 - 81 x 15
e) 325+800+ 275 = 800+600
f) 195 x(10-6)= 195 x 10- 195 x 6​

Answer 1

Answer:

a) communicative property

b) property of zero

c) multiplicative additive identity

d) distributive law of multiplication over subtraction

e) aissociative property

f) distributive law of multiplication over subtraction

I think you find best answer

Answer 2

Answer:

1. Communicative property
2. Property of Zero
3. Multiplicative additive identity
4. Distributive law of multiplication over subtraction
5. Associative property
6. Distributive law of multiplication over subtraction

Explanation:

Communicative property:

• According to the commutative property, when two numbers are added together or multiplied, the order in which they appear does not affect the result's total or product.
• A + B = B + A is how the commutative property of addition is expressed.
• Multiplication's commutative property is expressed as AxB = BxA.

Property of Zero:

• The property is known as the additive identity property, and 0 is referred to as the additive identity.
• Any number multiplied by zero has a value of 0.
• Thus, multiplying any integer by 0 results in the value 0.
• When a number is multiplied by 1, it remains unaltered.

Multiplicative additive identity:

• Any real number's additive identity is zero, or 1.
• Any real number's multiplicative identity is 1, therefore a + 0 = a, where an is any real number, serves as the symbol for it.
• A real number, a, may be used to represent it as an x 1 = a.

Distributive law of multiplication over subtraction:

• According to the distributive property of multiplication over subtraction, multiplying a number by the difference of two additional numbers results in a result that is equal to the difference between the products of the distributed number.

Associative property:

• According to the associative property, if three or more integers are classified differently, the total or product does not change.
• This associative characteristic is relevant to addition and multiplication.
• Both (A + B) + C = A + (B + C) and (A + B) C = A + (BxC) are used to represent it.

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