47. Construction pool shown in the figure. 48. Parks Find the area of the 2-meter boundary around the swimming An urban renewal project inul of a square 60 ft SECTION 12.3 3 T 53 AREA 8 m 553 7
47. Construction pool shown in the figure. 48. Parks Find the area of the 2-meter boundary around the swimming An urban renewal project inul of a square 60 ft SECTION 12.3 3 T 53 AREA 8 m 553 7
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
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Just 47

Transcribed Image Text:Date
1
Term
22 Fall
*** Ba
Administrati
AL
SECTION 12.3
47. Construction Find the area of the 2-meter boundary around the swimming
pool shown in the figure.
48. Parks An urban renewal project involves reseeding a park that is in the shape
of a square, 60 ft on each side. Each bag of grass seed costs $5.75 and will seed
1200 ft². How much money should be budgeted for buying grass seed for the
park?
49. Architecture The roller rink shown in the figure at the right is to be covered
with hardwood flooring.
a. Without doing the calculations, indicate whether the area of the rink is more
than 8000 ft² or less than 8000 ft².
b. Calculate how much hardwood flooring is needed to cover the roller rink.
Use 3.14 for TT.
50. Parks Find the total area of the national park with the dimensions shown in
the figure at the right. Use 3.14 for T.
-5 m
51. Interior Design Find the cost of plastering the walls of a room that is 22 ft
wide, 25 ft 6 in. long, and 8 ft high. Subtract 120 ft² for windows and doors. The
cost is $3 per square foot.
kus d
Critical Thinking
52. a. If both the length and the width of a rectangle are doubled, how many times
larger is the area of the resulting rectangle?
b. If the radius of a circle is doubled, what happens to the area?
c. If the diameter of a circle is doubled, what happens to the area?
AREA
53.
The circles at the right are identical. Is the area in the circles to the left of the
line equal to, less than, or greater than the area in the circles to the right of the
12 m
4.3 mi
8 m
553
175 ft-
-12.7 mi-
2.5 mi
17.5 mi-
80 ft
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