43. When presenting his annual report, a businessman displayed the following graphs representing his department's revenue and expenses. Revenue Expenses 21,200 17,500 21.000 17,000 20,800 16,500 20,600 8 16.000 20,400 15,500 20,200 15,000 20,000 14,500 6. 8. 10 12 19,800 Months 10 12 Months a. Which appears to be growing at a faster rate, revenue of expenses? b. Determine the average monthly rate of growth for both revenue and expenses. that is not consistent with the SæJog Dollars
43. When presenting his annual report, a businessman displayed the following graphs representing his department's revenue and expenses. Revenue Expenses 21,200 17,500 21.000 17,000 20,800 16,500 20,600 8 16.000 20,400 15,500 20,200 15,000 20,000 14,500 6. 8. 10 12 19,800 Months 10 12 Months a. Which appears to be growing at a faster rate, revenue of expenses? b. Determine the average monthly rate of growth for both revenue and expenses. that is not consistent with the SæJog Dollars
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
How do you do 43b
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approximation (to the nearest hundredth) for the slope of the sides of the pyramid.
I C. Exercises
43. When presenting his annual report, a businessman displayed the following graphs representing his
department's revenue and expenses.
Revenue
Expenses
21,200
17,500
21.000
17,000
20,800
* 16,500
2 20,600
8 16.000
20,400
15,500
X
20,200
15,000
20,000
14,500
6.
8.
10
12
19,800
54
2
4.
Months
10
12
Months
a. Which appears to be growing at a faster rate, revenue or expenses?
b. Determine the average monthly rate of growth for both revenue and expenses.
56
c. Explain how the graphs were manipulated to present an appearance that is not consistent with the
relative growth of the department's revenue and expenses.
62
d. Was the businessman's presentation ethical? Explain using Leviticus 19:11.
44. Which linear equations are not functions? State a general form of the equations for these lines.
45. Graph x + 2y = –1 and x + 2y = 3 on the same coordinate system. How are these lines related? What
is true about their slopes?
63
46. Graph x + 2y = 2 and 2r – y = 1 on the same coordinate system. How are these lines related? What is
true about their slopes?
69
A7 Guana line Av D.- Cwith a elona of-20nd on v intaroant of L-e0 find tha vahuae of A. R and
Dollars
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