Directions: Farmer Bob is planting a garden this spring. He wants to plant squash, pumpkins, corn, beans and potatoes. His plan is for the field layout in feet shown in the figure below. Use the figure and your knowledge of polynomials, perimeter, area and volume to solve the following: Make sure you label your answers after you simplify!! All labels should be in feet. We 1. N 3. DE 4x 5. 5 +2 Squash Pumpkins 5x +2 6x Xy + x +7 x(y+1) +7 Corn x²-9 чох xy - 1 Beans Potatoes Write an expression that represents the length of the south side of the field. x (xy +1) + (x +6) x² - 7x +12 Xy + x +7 2. Simplify the polynomial expression that represents the south side of the field. Don't forget to label!! (5x+2) xy + 1 x+6 Write a polynomial expression that represents the perimeter of the squash field. 2 (5x-2-4x+ 5x +2+4x) 2 (20x))

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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W
N
Directions: Farmer Bob is planting a garden this spring. He wants to plant squash, pumpkins,
corn, beans and potatoes. His plan is for the field layout in feet shown in the figure below. Use
the figure and your knowledge of polynomials, perimeter, area and volume to solve the
following: Make sure you label your answers after you simplify!! All labels should be in feet.
S
OE
5x2
5 +2
Squash
Pumpkins
5+2
6x
Xy + x +74
2=-(-X (y +1) +7
72x
Corn
Date:
x²-9
40x
CRN:
1
xy - 1
Beans
Potatoes
1. Write an expression that represents the length of the south side of the field.
(5x+
D
x² - 7x +12
(xy+1) + (x+6)
Xy + x +7
2. Simplify the polynomial expression that represents the south side of the field. Don't
forget to label!! (5x+2) [X²-9)+ (x²-3x
2
xy + 1
12
x²-3x2)=0]
x+6
12
21
3. Write a polynomial expression that represents the perimeter of the squash field.
2 (5x-2- 4x + 5x +2 + 4x
2 (20x)
Transcribed Image Text:W N Directions: Farmer Bob is planting a garden this spring. He wants to plant squash, pumpkins, corn, beans and potatoes. His plan is for the field layout in feet shown in the figure below. Use the figure and your knowledge of polynomials, perimeter, area and volume to solve the following: Make sure you label your answers after you simplify!! All labels should be in feet. S OE 5x2 5 +2 Squash Pumpkins 5+2 6x Xy + x +74 2=-(-X (y +1) +7 72x Corn Date: x²-9 40x CRN: 1 xy - 1 Beans Potatoes 1. Write an expression that represents the length of the south side of the field. (5x+ D x² - 7x +12 (xy+1) + (x+6) Xy + x +7 2. Simplify the polynomial expression that represents the south side of the field. Don't forget to label!! (5x+2) [X²-9)+ (x²-3x 2 xy + 1 12 x²-3x2)=0] x+6 12 21 3. Write a polynomial expression that represents the perimeter of the squash field. 2 (5x-2- 4x + 5x +2 + 4x 2 (20x)
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Follow-up Questions
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Follow-up Question
8. The farmer would like his bean plants to grow to a height of (x + 3). Write a polynomial
expression to approximate the volume of the bean plant field if the plants reach a height
of (x+3). Do not use the x and y values from #7. Your answer should be strictly in
polynomial form.
9. Simplify the polynomial expression that represents the volume of the bean plants if
they reach a height of (x + 3). Do not use the x and y values from #7. Your answer
should be strictly in polynomial form.
10. Farmer Bob would like to plant four additional fields for produce. Using your factoring
skills, find the dimensions of each field given the area.
a.
The area of the strawberry field is 16x² + 4x.
2010 4
b. The area of the cucumber field is x² - 4x - 21.
C.
The area of the tomato field is x² - 36.
d. The area of the watermelon field is 6x2 + 5x - 4.
Transcribed Image Text:8. The farmer would like his bean plants to grow to a height of (x + 3). Write a polynomial expression to approximate the volume of the bean plant field if the plants reach a height of (x+3). Do not use the x and y values from #7. Your answer should be strictly in polynomial form. 9. Simplify the polynomial expression that represents the volume of the bean plants if they reach a height of (x + 3). Do not use the x and y values from #7. Your answer should be strictly in polynomial form. 10. Farmer Bob would like to plant four additional fields for produce. Using your factoring skills, find the dimensions of each field given the area. a. The area of the strawberry field is 16x² + 4x. 2010 4 b. The area of the cucumber field is x² - 4x - 21. C. The area of the tomato field is x² - 36. d. The area of the watermelon field is 6x2 + 5x - 4.
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