The store is offering a sale pack of video games for $43.88. What is the unit price of a video game in the sale package

Answers

Answer 1

Answer: it depends how many video games in 1 sale pack

if x in 1 pack then
43.88/x= cost per video game

so 4 per pack so
43.88/4=10.97 per video game

answer is $10.97 per video game

Answer 2

Answer:

To figure out the unit price you need to divide.

$43.88÷4= $10.97

The answer is: $10.97

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29 feet = how many yards and how many feet?

Answers

All you do is divide by three to get 9.667 which is 9 and 1/3 feet

29 feet = 29 feet

29 feet = x yards

1 foot = 0.333333 yard

0.333333 × 29 = 9.666657

SO

29 feet ≈ 10 yards (about)

Hope I helped ya!!

Jack has 120 songs on his music player. Some are rock, some are jazz, and the rest of classical pieces. If his music player is on who random shuffle mode the probability that it will be to play a classical piece is 2/5 and the probability that it will play a jazz piece is 1/3. How many songs of each type are on jacks music player?

Answers

2/5 and 1/3 have a common denominator of 15. 6/15, 5/15, and 4/15 add up to 15/15. So the chances of rock are 4/15. 120 divided by 15 is 8. Six times eight equals fourty eight, five times eight equals forty, and four times eight equals thirty two. So there are 48 classical songs, 40 jazz songs, and 32 rock songs.

I need help with question 7.

Answers

Im really not sure but I think it’s A

i think it’s the first one

Which is bigger: 3/8 or 7/20

Answers

$\rm ^(20))(3)/(8)= (60)/(160) \n \n ^(8))(7)/(20)= (56)/(160) \n \n So~ (3)/(80)~is~bigger~because~60\ \textgreater \ 56.$

$(3)/(8)= (3)/(8)* (5)/(5)= (15)/(40) \n (7)/(20) = (7)/(20)* (2)/(2) =(14)/(40) \n \n (3)/(8)\ \textgreater \ (7)/(20) \n \n or \n \n 3*20\ \textgreater \ 7*8 \n \n (3)/(8)\ \textgreater \ (7)/(20)$

What is 119,000,003 in expanded form

Answers

100,000,000+10,000,000+9,000,000+3

What is the slope of the graph of 14x + 7y = –9

Answers

The slope is 0. All you had to do was put in the calculator for the right answer.

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Candace used 5/8 of her savings to buy a $531.25 laptop. How much did she have in savings before purchasing the laptop?

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