IDNLearn.com is your reliable source for expert answers and community insights. Ask anything and receive thorough, reliable answers from our community of experienced professionals.

Match the property with its correct name

match the property to its correct name


A} additive inverse property

B} multiplicative inverse property

C} commutative property of multiplication

D} multiplicative identity

E} commutative property of complement

F} ascending property of multiplication

G} distributive property

H} associative property of multiplication

I} additive identification property

J} zero property





{1} x+(y-z)=(x+y)+z
2} (pq) * 1 = pq
3} (5x)y-5(xy)
4} a+5b = 5b + a
5} a+0=a
6} gh - hg
7} 8 + (-8)=0
8} x * 0 = 0
9} 5 * (1/5)=1
10} 2(a+h)=2a * 2b


Sagot :

Answer:

see below

Step-by-step explanation:

{1} x+(y-z)=(x+y)+z   associative property of addition

2} (pq) * 1 = pq D  multiplicative identity

3} (5x)y-5(xy) H   associative property of multiplication

4} a+5b = 5b + a   commutative property of addition

5} a+0=a  I   additive identification property

6} gh - hg   C commutative property of multiplication

7} 8 + (-8)=0   A  additive inverse property

8} x * 0 = 0   J   zero property

9} 5 * (1/5)=1   B   multiplicative inverse property

10} 2(a+b)=2a * 2b   G  distributive property

Let's see

#a

x+(y-z)=(x+y)+z

  • Associative property (Addition)

#b

(pq) * 1 = pq

  • Identity property multiplication

#c

(5x)y-5(xy)

  • Associative property of multiplication

#d

a+5b = 5b + a

  • Commutative property of addition

#e

a+0=a

  • identity property of addition

#f

gh - hg

  • Commutative property of multiplication

#g

8 + (-8)=0

  • additive inverse property

#h

x * 0 = 0

  • Zero property

#i

5 * (1/5)=1

  • Inverse property of multiplication

#j

2(a+h)=2a * 2b

  • Distributive property