Suppose that both (x, y) and the constraint function g(x, y) are linear. Use contour maps to
Question:
Suppose that both ƒ(x, y) and the constraint function g(x, y) are linear. Use contour maps to explain why ƒ(x, y) does not have a maximum subject to g(x, y) = 0 unless g = aƒ + b for some constants a, b.
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Answer rating: 100% (QA)
We denote the linear functions by fx y AxByC gxy Dx Ey F If f has a maximum valu...View the full answer
Answered By
JAPHETH KOGEI
Hi there. I'm here to assist you to score the highest marks on your assignments and homework. My areas of specialisation are:
Auditing, Financial Accounting, Macroeconomics, Monetary-economics, Business-administration, Advanced-accounting, Corporate Finance, Professional-accounting-ethics, Corporate governance, Financial-risk-analysis, Financial-budgeting, Corporate-social-responsibility, Statistics, Business management, logic, Critical thinking,
So, I look forward to helping you solve your academic problem.
I enjoy teaching and tutoring university and high school students. During my free time, I also read books on motivation, leadership, comedy, emotional intelligence, critical thinking, nature, human nature, innovation, persuasion, performance, negotiations, goals, power, time management, wealth, debates, sales, and finance. Additionally, I am a panellist on an FM radio program on Sunday mornings where we discuss current affairs.
I travel three times a year either to the USA, Europe and around Africa.
As a university student in the USA, I enjoyed interacting with people from different cultures and ethnic groups. Together with friends, we travelled widely in the USA and in Europe (UK, France, Denmark, Germany, Turkey, etc).
So, I look forward to tutoring you. I believe that it will be exciting to meet them.
3.00+
2+ Reviews
10+ Question Solved
Related Book For
Question Posted:
Students also viewed these Mathematics questions
-
The earth does not have a uniform density; it is most dense at its center and least dense at its surface. An approximation of its density is p(r) = A - Br, where A = 12,700kg/rri' and B = 1.50 X 10...
-
Not all countries have a dominant legal tradition. Some countries because of their historical circumstances, have both a Roman law root and an English common law root. In this lecture, we'll talk...
-
Explain why market research does not have to be expensive and sophisticated to be valuable.
-
(1 point) Solve each equation for x: (A) Solve 4(x+4) = 8 for x. X = 1 (B) Solve In x + ln(x 4) = 2 for x. X =
-
A thermostat control with dial markings from 0 to 100 is used to regulate the temperature of an oil bath. A calibration plot on logarithmic coordinates of the temperature, T(?F) versus the dial...
-
Vernon Company sells a wide range of goods through two retail stores operated in adjoining cities. Most purchases of goods for resale are on invoices. Occasionally, a short-term note payable is used...
-
As shown in Fig. P8.28, the velocity profile for laminar flow in a pipe is quite different from that for turbulent flow. With laminar flow the velocity profile is parabolic; with turbulent flow at...
-
Jim Olsen earns $800 per week for a five day week, and he is entitled to 12 paid holidays and four weeks of paid vacation. a. Over how many weeks should the holiday pay and vacation pay be expensed?...
-
When you are calculating the percent complete for an entire project, more than one answer might be possible. The project manager says the percent complete is about 60%, the cost engineer says it is...
-
A baseball player hits the ball and then runs down the first base line at 20 ft/s. The first baseman fields the ball and then runs toward first base along the second base line at 18 ft/s as in Figure...
-
Find the minimum value of (x, y, z) = x 2 + y 2 + z 2 subject to two constraints, x + 2y + z = 3 and x y = 4.
-
A supermarket has an average of 240 customers an hour arriving at peak times. During these periods all 10 checkouts could be used with each serving an average of 35 customers an hour. Simulate this...
-
What sort of assumptions underlie the policy that cuts in income taxes would increase the supply of labour hours offered in an economy?
-
Firms experience a rise in stocks. Explain why this might have occurred and what you expect firms response to this event might be and how this might affect output.
-
What are the potential costs and benefits of policies designed to improve the flexibility of labour markets?
-
What sort of trade-offs do governments face if a decision was being considered to reduce the level of welfare benefits as part of a market-orientated supply-side policy?
-
Can the doom loop ever be broken?
-
Insight Traders, Inc. invests in various types of securities. The firm has $5 million for immediate investment and wants to maximize the interest earned over the next year. Four investment...
-
What recommendations would you make to Big Four firms to help them (1) avoid confrontations with governmental officials in an authoritarian society and (2) deal effectively with such confrontations...
-
How many distinct 8-letter words (real or imaginary) can be formed from the letters in the word REDEEMED?
-
In horse racing, an exacta bet requires the bettor to pick the first two horses in the exact order. If there are 8 horses in a race, in how many ways could you make an exacta bet?
-
On February 20, 2004, the Ohio Bureau of Motor Vehicles unveiled the states new license plate format. The plate consists of three letters (AZ) followed by 4 digits (09). Assume that all letters and...
-
IF VAB 30 V, find Q4 as shown A 3F HH 3F HH C C3 C 3F C4 3F
-
What is the price of the following zero-coupon bonds if interest rates are (a) 4, (b) 7, and (c) 10 percent? Bond A: zero-coupon; maturity 5 years Bond B: zero-coupon; maturity 10 years Bond C:...
-
Noninertial frame projectile. A device shoots a small ball horizontally with speed 0.217 m/s from heighth-0.857 m above an elevator floor. The ball lands at distance d from the base of the device...
Study smarter with the SolutionInn App