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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
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