Question

Will give Medal! Directions: Drag each tile to the correct box.

In hoping to make it onto the school's Gold Team, Bryan, Eli,and Damien took golf lessons over the summer.

Bryan signed up to take 4 lessons with a semi-pro instructor, and each lesson cost $32.00 for a 45-minute session. The instructor advised Bryan to buy a bag of bulk practice balls to use during his lessons. After buying a bag of 32 golf balls, the total cost for his lessons and golf balls is $132.48.

Eli signed up to take 6 lessons with a pro instructor, and each lesson cost $52.00 for a 1-hour session. Eli bought a bag of bulk practice balls to use during his lessons. After buying a bag of 40 golf balls, the total cost for his lessons and golf balls is $319.20.

Damien signed up to take 5 lessons with pro instructor, and each lesson cost $28.00 for a 30-minute session. Based on the instructor's advise, he bought a bag of 24 golf balls to use during his lessons. The total cost for his lessons and golf balls is $144.08.

Place the students in order from the least amount to the greatest amount that they paid per golf ball.

Answer 1

Lets take this one person at a time.

Answer 2

Ok

Answer 3

Brian:
4 lessons
32 dollars per lesson
Bought 32 Balls, at X dollars each
Total money spent = 132.48

Answer 4

Ok

Answer 5

In general:

Total Spent = Cost of lesson*(# lessons) + (cost of golf ball X)*(#golf balls)

Answer 6

Got it...

Answer 7

Brian:

\[\large\color{blue}{ $132.48 = 4 * 32 + 32*X}\]

Answer 8

X= cost of 1 golf ball

Answer 9

Ok

Answer 10

I get
\[\large\color{blue}{ Brian: 32~ balls~~~@ ~~x=0.14 ~cents~each}\]

Answer 11

Ok but is that the answer or are we going through all?

Answer 12

Have to do this for each person... so far we figured Brian payed X= $0.14 per golf ball

Answer 13

u see how all that was figured out though?

Answer 14

Oh ok... LOL!

Answer 15

Moving on to Elli: Just write down the info, read one sentence at a time....

6 Lessons
$52 per lesson
40 golf balls @ $x per ball
Total Spent = $319.20

Answer 16

Ok

Answer 17

Apply the same logic to form an equation...

Total Spent = (#lessons)*(Price per lesson) + (# golf Balls)*(Price Per Ball)

Answer 18

Ok

Answer 19

Okey dokey

Answer 20

ELI
319.20 = 6*52 + 40*x

Answer 21

can you solve that for x = (price per ball)

Answer 22

Sure

Answer 23

Is it 319.98?

Answer 24

\[319.20 = 6*52 + 40x\]\[319.20 = 312 + 40x\]\[319.2 - 312 = 40x\]\[7.2 = 40x\]\[x = \frac{ 7.2 }{ 40 } = 0.18\]

Answer 25

Oh...

Answer 26

so ELI payed 18 cents per ball

Answer 27

Damien:

5 Lessons
$28.00 per lesson
24 golf balls @ $x per ball
total spent = $144.08

Answer 28

For Damien

144.08 = 5*28 + 24x

Answer 29

x = 0.17 cents per ball

Answer 30

Sorry my test logged me out. I have to restart and wont give me the same question. :-0 But the new question I need help in too.

Answer 31

OVERALL:
Brian = $0.14 per ball
Eli = $0.18 per ball
Damien = $0.17 per ball

Answer 32

oh, it will prolly be similar though wont it

Answer 33

Yes it is kinda like it but not too too much. LoL!

Answer 34

Here it is: At their going-out-of-business sale, Bill's Bikes sold 36 bikes and had 54 left. Which equation could be used to find x, the number of bikes the store had originally?

x - 54 = 36
x + 36 = 54
x + 54 = -36
x - 36 = -54

Answer 35

ok

Answer 36

Sold 36
now has 54 left

some number - 36 = 54 left

Answer 37

so the second choice

Answer 38

Thank you! I have another one.

Answer 39

Cormac is making 29 phone calls each week as part of a fundraiser. Last week, he made 11 phone calls on weekdays. Which equation could be used to find x, the number of phone calls he made last week on weekend days?

29x = 11
x + 29 = 11
11 + x = 29
x - 29 = 11