Will mark best answer BRAINLIEST!!!!! I finished taking this test on friday but i need to check my answers.



1. Which expression represents this word phrase?

five more than the product of x and 6

(A) 5(x + 6)
(B) (x + 6) + 5
(C) 6x + 5
(D) 5x + 6

I got C
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2. Which variable expression represents the word phrase?

the sum of 12 and the quotient of 9 and a number

(A) 12−(9÷y)
(B) 12−9y
(C) 9 + (12 ÷ y)
(D) 12 + (9 ÷ y)

I got D
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3.

Taylor buys 6 bus tickets. He pays for the tickets with a $20 bill.

Let c represent the cost of each ticket.

Which expression shows how much change Taylor will receive?

(A) 6−20c
(B) 20 + 6c
(C) 6 + 20c
(D) 20−6c

I got D
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4. Parker ate one-third the number of raisins Devan ate.

Which variable expression represents the number of raisins Parker ate?

(A) 3d
(B) 13+d
(C) d + 3
(D) d3

This is the one I'm really not sure about but I got D
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5.
Assessment items

Antwan pays $12 per hour to rent a canoe for the afternoon.

Which expression represents the total cost of renting the canoe for the afternoon?

(A) 12h
(B) 12 + h
(C) 12 ÷ h
(D) h ÷ 12
I got A for this one
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Respuesta :

Everything you got was right.

Answer:

1. (C) 6×x + 5

2. (D) 12 + (9 ÷ y)

3. (D) 20 − 6×c

4. (D) d ÷ 3

5. (A) 12 × h

Step-by-step explanation:

We will analyze each phrase by parts:

1.  

"Five more than..." means adding five (+5).

"The product of x and 6" means multiplying x and 6 (6×x).

Putting all together: 6×x + 5

2.

"The sum of 12 and..." means adding twelve to something else (12+).

"The quotient of 9 and a number" means a division between 9 and a variable number (9 ÷ y).

Putting all together: 12 + (9 ÷ y)

3.

"Taylor buys 6 bus tickets"  means multiplying 6 times the cost of the ticket (6×c).

Then, we substract the total cost of the tickets to the $20 bill to obtain his change. (20-).

Putting all together: 20 − 6×c

4.

"One-third the number of raisins Devan ate" means we divide by 3  the Devan's raisins (÷3).

Putting all together: d ÷ 3

5.

"pays $12 per hour" means multiplying the cost for each hour.

Putting all together: 12 × h