Question

PLEASE PLEASE HELP ME!!!!!! DO NOT DO IT FOR POINTS! I GENUINELY NEED HELP!

1. Rewrite each expression by combining like terms. 8 p q − 3 p q and 2 m − 3 m + 4
2. A carnival costs $10.50 to enter plus an additional $3.50 per ticket for rides and food.

Write an algebraic expression to represent the total cost for a visit to the carnival. Let n represent the number of tickets purchased.
​​What is the total cost to visit the fair if you purchase 20 tickets? Explain your reasoning.
3. Which expression is equivalent to 8−4(x−6)/4?
A. x+32
B. −x+8
C.−4x−8
D. x−7/2

THERE WILL BE TOMORROW!!
THANK YOU SO SO SO MUCH!!

Answer 1

1. Expression can be rewritten as
`5pq` and
`-m+4`

2. The expression for total cost for a visit =
`\$10.50+ \$3.2n` and the Total Cost to visit the fair for 20 tickets is
`\$80.50`

3. B.
`-x+8`

Explanation:

1. Solving for first Question

Given expression are
`8pq-3pq` and
`2m-3m+4`

Solving equation we get,

`8pq-3pq=5pq\\2m-3m+4=-m+4`

Expression can be rewritten as
`5pq` and
`-m+4`

2. Solving for 2 Question

Given

Fixed cost of carnival =
`\$ 10.50`

Additional Cost per ticket for food and ride =
`\$ 3.50`

`n` represents number of tickets.

Total cost to visit carnival = Fixed cost of carnival + Additional Cost per ticket for food and ride
`*` Number of tickets =
`\$ 10.50+\$ 3.50n`

algebraic expression to represent the total cost for a visit to the carnival =
`\$ 10.50+\$ 3.50n`

Now Number of tickets sold n = 20

Total cost to visit carnival=
`\$ 10.50+\$ 3.50n= \$ 10.50+\$ 3.50*20= \$ 10.50+\$ 70 =\$ 80.50`

Total Cost to visit the fair for 20 tickets is
`\$80.50`

3. Solving for 3 question.

Given :

`(8-4(x-6))/(4)`

Solving Above equation we get:

`(8-4(x-6))/(4)= (4(2-x+6))/(4)=-x+8`

Hence the answer is B.
`-x+8`