Brandon

1) Julio buys a used car for $5900. Monthly expenses for the car which include insurance, maintenance, and gas-average $180 per month. Write an equation that represents the total cost of buying and owning the car for x months.

2) The sales of a sandwich store increased approximately linearly from $52,000 to $116,000 during the first five years of business. Write an equation that models the sales y after x years. Determine what the sales will be at the end of 12 years if the pattern continues.

I'm going to be a sophomore this year and I would like to know any good studying tips.

Which review books are recommended?

What can you tell me about the exam?

Thanks!

I hate word problems and I'm struggling with this on my math homework. Can you help me by solving these step by step? I really appreciate this.

1) The fence around a quadrilateral shaped pasture is 3a^2+15a+9 long. Three sides of the fence have the following lengths: 5a, 10a-2, a^2-7. What is the length of the fourth side of the fence?

2) A rectangle has a length of 6x^3-1 and a width of 3xy+2. What is the perimeter of the rectangle? Simplify your answer.

3) A rectangular platform with a length of 5x and a width of 3x has been built inside a rectangular field that has a length of 12x and a width of 7x. What is the area of the part of the field that is not covered by the platform?

4) A community cneter is improving its rectangular meeting hall. The hall is currently 300ft long and 150ft wide. The center plans to put a uniform sidewalk around the hall. What polynomial in standard form represents the area of the expanded meeting hall? ( just give the polynomial in standard form).

There's only 5 questions that I don't get on my homework. Can you show your work step by step? I really appreciate it.

1) Ling is cutting carpet for a rectangular room. The area of the room is 324ft^2. The length of the room is 3 feet longer than twice the width. What should the dimensions of the carpet be? Answer this with numerical dimensions.

2)If the sides of a square are lengthened by 5 meters, the area becomes 121m^2. Find the length of the original square. Answer this with numerical dimensions.

3) A number subtracted from its square is 110. Find the number. Solve by setting up your equation, setting equal to 0, and factoring.

4) A rectangular pool measures 4yd by 5yd. A concrete deck of uniform width is constructed around the pool. The deck and pool together cover an area of 90yd^2. How wide is the deck? Answer this with numerical dimensions.

5) A rectangular window pane has an area of 15x^2 - 19x + 6. The width of the window pane is 3x-2. What is the length of the window pane in polynomial form?

Identify the choice that best completes the statement or answers the question. Show all work!

A sports team is building a new stadium on a rectangular lot of land. If the lot measures 6x by 10x and the sports field will be 1x by 4x, how much of the lot will be left over to build bleachers on?

A. 56x^2

B. 64x^2

C.30x^2

D. 60x^2- 4x^2

I read an article about violence and I have to answer a question based on the article. Here's what the question said. Based on this article, what do social norms have on growing up? When I first read this question, I didn't know social norms mean. Can you explain the definition in an easy way for me to read.

This is optional:

If you answer the question to the article you'll get chosen best answer by me. But of course if you want to answer the question.

Based on this article, what do social norms have on growing up? The link to the article is below and it is really short.

http://www.huffingtonpost.com/tim-king/hope-in-cha...

So I've read Divergent and it was really good but the problem I had with it is coming up with a thematic statement. My thematic concept for Divergent is identity and my explanation for the concept is that Tris Prior is resulted as a divergent from her aptitude test and she has to hide her identity as a divergent when she's in dauntless.In addition, being divergent means that Tris can fit in with more than one faction but being divergent is also dangerous as the government will kill anyone who is divergent once they are found. In this book,Tris wants to find her self when she's in dauntless b/c she wants to leave her abnegation self away. Now, the only the problem is coming up with the thematic statement for the thematic concept of identity. Can you help me make a thematic statement for identity? And can you also explain how the author develops the theme through out the novel?

You can relate any book you've read and connect it to Divergent. I just need you to list the connections between the book you've read and to Divergent. You can list similarities and differences between the connections Explain the connection using characters, conflict and events of the novel for both the book you've read and to Divergent.

I don't have the ylod on my ps3 160gb slim yet but I want to make a backup utility save just for an emergency. If my ps3 ever gets the ylod. So how do you backup the ps3 save data and transfer it to the HDD. I'm hoping to get a new ps3 afterwards and take my HDD out and put in a new one or send it to sony and they fix it. But I would take my HDD out of my ps3 and just send my ps3 slim with out the HDD to them. I just want my ps3 save data be saved on my ps3 HDD and I would either put it back on my ps3 slim or put it on another ps3.

So I have 3 ps3 games. Uncharted 1, 2 and 3. I am hoping to buy Infamous 2 but I've heard that all the uncharted games will use most of the ps3 full potential limit. That doesn't sound so good b/c I want to get a few more games and I don't my ps3 slim 160gb to crash. So the question above, how many games wil I be able to buy until my ps3 sllim reaches it's full limit?

Hello everybody! This summer my father is willing to buy me a ps3 slim.(yes I know, the ps3 is very old like 7 years old and that the ps4 is about to come out. But I will have to wait a long time for it and it will cost a lot)

Here are the games I'm willing to get for my ps3

Uncharted 2 and 3 (not 1)

Infamous 2(only)

Black ops 1 NOT 2

Resident Evil 5

Grand Theft Auto 5 (when it comes out)

Far Cry 3(maybe, b/c that game is very mature and I'm only 13)

I can't think of anymore games. I need some games that will last me for a while. Mostly action/adventure games. It really doesn't matter to me. Make me a list that YOU highly reccomend b/c I'm just an average casual ps3 gamer who doesn't want to be too hardcore on gaming.

After you solve these do you know a good website to study simple interest, sales tax, commission, sales tax rates etc,

1) Miller earns $70,000 per year and puts 7% of his earnings into a savings account. What is the total amount in Miller's savings account after 1 year if the interest rate is 3%?

A. $500

B.$2,100

C.$5,047

D.$72,000

2. Yosef purchased a new sweater. The total price of the sweater, including the 8% sales tax, was $16.74. What was the retail cost of the sweater (before tax)?

A. $15.4

B.$15.5

C.$18.08

D.$16.66

Oh and i kinda need a math tutor b/c i have a math eog that I should study for coming up next week.

Show your work

The rectangle below has a length of 7cm and a width of 3cm.Three centimeters are subtracted from the length, and c centimeters are added to the width. The areas of the new rectangle is 32 sq cm.What is the value of c?

A.1cm

B.3cm

C.5cm

D.10cm

2) A rectangle's length is three more than two times its width. If the perimeter of a rectangle is 66ft, what is the measurement of the length?

A.10inches

B.21inches

C.23inches

D.45inches

3) The isosceles triangle below has a perimeter of 6x+ 7. If the base is 5, what is the length of each of the unknown sides?

A.3x+1

B.6x+2

C.3x+2

D.x+2

4) The triangle shown has a perimeter of 6x+1. What is the length of each side of the triangle?

A.18x+3

B.2x+1/3

C.2x+1

D.3x+1/3

1) The PTSA catered lunch for MPMS teachers and had a tray of 40 ham sandwiches, 50 turkey sandwiches, and 10 veggie sandwiches. What is the probability (as a simplified fraction) that 1 ham sandwich was chosen and then 1 veggie sandwich?

2) There are 8 black socks and 10 white socks in a drawer. Kimberley picked one sock without looking and then another sock without replacing the first. What is the probability (as a simplified fraction) that she chose 2 white socks?

Here's a mulitple choice question that I don't know how to do.

Webb University analyzed the number of 2 point shots that a high school senior (senior A) made during the last basketball season. They created the box and whisker plot below.

*I can't really put an actual box and whisker chart but I will tell you the 5 summary's and you will create a chart. The lower extreme: 58 The lower quartile: 63 the median:76 the upper quartile: 87 the upper extreme: 95*

The university was also looking at a different high school seniors (senior B) 2 point shots and determined his interquartile range was 22.

Which statement about the two high school seniors must be true? And show your work.

A.Senior A must have a larger box.

B.Senior B must have a larger box.

C.Senior A must have a higher median.

D.Senior B must have a greater range.

SHOW YOUR WORK TO GET 10 POINTS!!!

1) A 5 color spinner is used in an experiment, and the frequency of landing on each different color is recorded.

red : 14 orange: 8 yellow:11 green:5 blue:12

What is the experimental probability of spinning a red or a blue?

A. 0.24

B. 0.28

C.0.52

D.1

2)A 5 color spinner is used in an experiment, and the frequency of landing on each different color is recorded.

red:14 orange:8 yellow:11 green:5 blue:12

Based on the experimental results, how many spins would you expect to land on orange or blue in a new experiment with 75 trials?

A.12

B.16

C.18

D.30

3) A jar contains 12 green tokens, 6 red tokens, and 2 black tokens. You select a token without looking and then put it back. If you were to do this 10 times, what is the best prediction possible for the number of times you would pick a red token?

A.2

B.3

C.6

D.12

4) Stacey throws a dart at the board. What is the probability it lands in the circle?

*um I really can't put a circle, but I will explain it. There is a box around the circle and it's radius is 6 inside the circle*

A.3%

B.31%

C.78.5%

D.90.2%

A shelf holds 3 novels, 2 biographies and 1 history book. Two students in turn choose a book at random. What is the probability that the students choose each of the following?

1. both novels

2.both biographies

3.a history, then a novel

4. both history books

Meg flipped a penny the given number of times. What is the probability the results were as follows?

5. 2;two head

6. 3; three tails

7. 2; a tail, then a head

8. 5; five tails

Two puppies are chosen at random from a box at the mall. What is the probability of these outcomes?

5 black retrievers, 3 brown hounds, 4 black setters

9.both black retrievers

10.both brown hounds

11. a setter, then a hound

12. a retriever, then a setter

13. both setters

Decide if each set of events is independent or dependent. Explain your answer.

1) Cora tosses a number cube. Then she spins a spinner

2) Kevin chooses a book for a book report from a list of title. Hiroshi chooses a book for a book report from the remaining titles.

3) Suki picks a coin at random from her wallet. Then she picks a second coin.

4) A guest at a party takes a sandwich from a tray. A second guest then takes a sandwich.

5) Sam flips a coin and gets heads. He flips again and gets tails.

Answer these problems

You want to find how popular basketball is at your school. State weather each survey plan describes a good sample.explain.

1) Interview the 10 tallest students in school.

2) Interview 20 students after picking their ID numbers at random.

3) Interview 30 students watching a basketball game.

You want to find which restaurants in your city are most popular. State weather each survey plan describes a good sample. explain.

6) Choose people to interview at random from the city phone book.

7)Interview every fifth person leaving a restaurant in the city.

8) Interview all the restaurant critics in the state.

State whether each survey plan describes a good sample. Explain.

9) You want to find how often teens get haircuts. You plan to survey customers in a barbershop.

10) You want to find students' favorite foods. You plan to survey every fourth student student leaving the library.