Write a expression in simplest form that represents the income from w women and m men getting a haircut and a shampoo. Women hai
rcut 45$ men haircut 15$ women shampoo 12$ men shampoo 7$
1 answer:
Answer:
Expression for income 
Step-by-step explanation:
Given
Let w is income of women and m is income of men
Woman haircut = $45
Men haircut = $15
Women shampoo = $12
Men shampoo = $7
The income from men and women getting a haircut and a shampoo is
Income = number of women*(haircut price and shampoo price) + number of men*(haircut price and shampoo price)


The expression in simplest form that represents the income

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Answer:
(y-5t)/5=x
Step-by-step explanation:
y=5t+5x
factorize
y=5(t+x)
divide both sides by 5
y/5=5(t+x)/5
y/5=t+x
make x to stand alone
y/5-t=x
take lcm of 5 and 1
y/5-5t/5
y-5t/5=x
Answer:
6

(n - 2)*180
Therefore, (8 - 2)*180
Which equals to 6(180) or 1080
Hope this helps! :)
Let's observe
#1st column
10th alphabet=J
#2nd
24th alphabet=X
#3rd
9 th Alpha bet=I
#4th
26th Alphabet=Z
#5th
13 th alphabet=M
Option B is correct