x+ 3 9. The volume of a rectangular garden shed is given by the expression x+ x-6x. The length of the shed is given by the expression 3x-6 and the height of the shed is given by the expression x-9. Find a rational expression for the width of the shed. Then use the expressions for length, height, and width to find the dimensions of the shed when x = 4 feet. Volume = Length x Width x Height

x+ 3 9. The volume of a rectangular garden shed is given by the expression x+ x-6x. The length of the shed is given by the expression 3x-6 and the height of the shed is given by the expression x-9. Find a rational expression for the width of the shed. Then use the expressions for length, height, and width to find the dimensions of the shed when x = 4 feet. Volume = Length x Width x Height

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

See similar textbooks

Similar questions

I don't know how to accurately answer this question. I have followed the steps and have gotten 3 different answers each time. I am not sure which step I am missing or messing up on. I don't know if I am using the wrong formula but I would appreciate as much help as possible by guiding me through each step. Thank you so much.
7. How do Rilke's responses to the young poeť's work in the second paragraph develop an idea Rilke introduces in the first paragraph?
Question 12
7 10 0 3 9 5 [E] = [D] = -4 4 3 4 8 -3 -5 1 2 -6 -7 -8 3[E] – 2[D] =
Patty has just completed her second semester in college. She earned a grade of A in her 1-hour discrete math course, a grade of A in her 4-hour sociology course, a grade of A in her 4-hour biology course, and a grade of C in her 2-hour creative writing course. Assuming that A equals 4 points, B equals 3 points, C equals 2 points, D equals 1 point, and F is worth no points, determine Patty's grade-point average for the semester. ..... Patty's grade point average is (Round to two decimal places as needed.)
2. Die Hard! (a) In the Die Hard question, imagine you have two jugs that have capacity of 5 and 7 (litres, gallons, hogsheads; it really doesn't matter). Find a way to obtain 1, 2, 3, 4, 5, and 6. (b) Now you have jugs with capacities 12 and 18 (once again, the units do not matter). Find a way to obtain 5. 3. (a) Find integers a and b for which 15а + 196 — 3. (b) Now repeat the Die Hard question with 15 and 19. Find a way to obtain 3.
The question and answers are in the screenshot.
2. 197 6 198 199 2 3 4 8 200 5 Key: 1992-1992 1976,
1.1 Albert, Brandon, Chuck, Darwin, and Earl all entered the primary to seek election to the city council. Albert received 2000 more votes than Brandon and 4000 less than Chuck. Earl received 2000 votes less than Darwin and 5000 votes more than Brandon. In what order did each person finish in the balloting? 1.2 Aside from setting up equations, what problem solving strategy can be applied in the problem? 2.1 Beth, Jane and Mitzi play on the basketball team. Their positions are forward, center, and guard. Beth and the guard bought a milk shake for Mitzi. Beth is not the forward. Who plays each position? 2.2 What problem solving strategy can be applied in the problem?
A researcher is interested in whether people who enjoy fine wine can actually tell the difference between a highly rated expensive wine and a good inexpensive wine. She selects several bottles of a highly rated cabernet sauvignon (a red wine) costing over $100 per bottle and several bottles of a good cabernet sauvignon costing $12. Subjects will taste a glass of wine without knowing whether it is the expensive or inexpensive wine. This is the treatment. They will then be asked to estimate how much the wine cost. This is the response variable. Outline a completely randomized design to compare the cost estimates for the two treatments. Twenty subjects are available. Group 1 Treatment 1 10 subjects expensive wine Compare Price estimate Random assignment Treatment 2 A Grouo 2 10 subjects inexpensive wine Group 1 10 subjects - expensive wine Random assignment Compare price estimates Group 2 10 subjects - inexpensive wine Treatment 1 Group 1 20 subjects expensive wine Compare Price estimate…
Packages arrive at the stockroom and are delivered on carts to offices and laboratories by student employees. The carts and packages are various sizes and shapes. The students are paid according to the carts used. There are 6 carts and the pay for their use is Product C1: $1 Product C2: $3 Product C3: $2 Product C4: $4 Product C5: $1 Product C6: $2 On a particular day, 9 packages arrive, and they can be delivered using the 6 carts as follows: C1 can be used for packages P1, P3, P4 and p7. C2 can be used for packages P2, P5, and P6, and p8. C3 can be used for packages P1, P2, P5, P6, and P7. C4 can be used for packages P3, P6, and P7 and 9. C5 can be used for packages P2, P4 and p8. C6 can be used for packages P1, P2 and P3 The stockroom manager wants the packages delivered at minimum cost. Using minimization techniques described in this unit, present a systematic procedure for finding the minimum cost solution. Use Petrik Method
50 Which of the following graphs best represents a linear relationship between x and y? 4 F -6 -2 2 4 -2 -4 AY 4 2 -6 -4 -2 2 4. -2 -4 -6