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- Hacmillan Leaming Christine and Paul are deciding how to split their time between writing music and lyrics for their new album. Their PPF's for 72 h of work are shown. Christine and Paul have to write music for 8 songs and lyrics for 12 songs (4 songs already have music). When they are done, they can go to a private island and relax from all their hard work. It is possible that they will use more than 72 h. Once they start writing lyrics and music, assuming their hired help packs for them and their plane is waiting outside their door, in how many hours can they board the plane to their relaxing island getaway? Christine will write music for Paul will write music for Christine will write lyrics for Paul will write lyrics for h songs. songs. songs. songs. Music written (in # of songs) 1 0 Paul's PPF 1 Christine's PPF 2 Lyrics written (in # of songs))Sketch a graph to illustarte your idea of each of the following relationships. Be sure to label both axes appropriatley. In each case explain uder what circumstances, if any, the curve should shift. 1. The amount of fertilizer added to an acre of land and the amount of corn grown on that land in one growing season 2. An automobile's horspower and it's gasoline mileage (in miles per gallon)a) What is the island's maximTwo fields can be planted on Robinson Crusoe's island. Each can be used to grow oranges or apples. If Field A is planted entirely with oranges, it will produce 2 bushels (bu.) of oranges. If A is planted entirely with apples, it will yield 4 bu. of that crop. For Field B, the numbers are reversed: B will produce 4 bu. of oranges if entirely planted with oranges, or it will produce 2 bu. of apples if entirely devoted to that crop. IF A FIELD IS SPLIT BETWEEN THE TWO CROPS, the output of each crop from that field will be proportional to the fraction of the field planted in that crop. For example, if half of B is planted with each crop, then it will produce 2 bu. of oum possible output of oranges? __________ b) Graph your answer in a) on the axes found on the next page and label it point H..(Put oranges on the horizontal axis and apples on the vertical axis) c) What is the island's maximum possible output of apples? __________ d) Graph your answer in c) on the…
- Figure 1 The production possibility frontier ABCDE is a production possibility frontier. It shows the different combinations of goods which can be produced if all resources are fully and efficiently utilised. The economy can produce at any point on the line. It cannot produce at G because the PPF shows the maximum that can be produced. It can produce within the PPF,05 such as at F, but less will be produced than the maximum possible. Non-manufactured goods 50 40 30 20 10 0 A 10 B Ti C 20 30 Manufactured goods G D E 40Please solve a Suppose that without a seat belt, drivers who travel at 0 m.p.h. (mile per hour) have a 100% chance of staying alive, while drivers who travel at 100 m.p.h. have 0% chance of staying alive. Suppose that with a seat belt, drivers who travel at 0 m.p.h. have a 100% chance of staying alive, drivers who travel at 100 m.p.h. have a 50 % chance of staying alive and drivers who travel at 200 m.p.h. has no chance of staying alive. (a) Suppose a driver prefers more chances of staying alive to less, driving faster than slower. Draw and indifference curve diagram relating safety (measured by chance of staying alive) on the horizontal axis and speed (measured in m.p.h.) on the vertical. Draw the budget constraints of a driver with a seat belt and a driver without a seat belt. (You may assume these constraints are straight lines.) (b) True or False: If speed and safety are both normal goods, then the invention of seat belts will certainly make people drive faster, but might or might…Suppose the graph below shows Gilligan's daily production possibilities curve for coconuts and fish. If Gilligan gathers 3 Ibs of coconuts each day, then what's the maximum amount of fish he can catch in a day? 9. 8. 6. 4 1 0 1 2 3 4 5 6 Fish (Ibs/day) 04 Ibs of fish 4.5 lbs of fish 6 lbs of fish Tenannat ha datarminat Coconuts (Ibs/day)
- Area of original paper 3.1.1 Complete the table above. lal paper change as htandia fokcs oto dsfterent laalves? wa the or th glain your anawer Describe he kind of relationahip between the ares of the original paper and the aumber of folds. 3.1.3 4. Mr Majola owns a shop where he repairs household appliances. He woulid like to buy a cell phone so that he can contact his customers after their work is done. Two different cell phone providers forwarded quotes to him upon request. Cell phone provider SAVE MORE quoted R80 per month and R2,50 per minute. Cell phone provider CASH IN quoted R100,00 per month and R2,00 per minute. Look at the incomplete table below: Airtime in minutes: t 10 20 30 40 50 60 SAVE MORE'S cost in rands: CM 80 105 130 155 Ass 380530 CASH IN'S cost in rands: Ca 120 140 160 240 340 460 100 4.1 What does the table above show? 4.2 Write down the symbol which represents the independent variable. 4.3 Where does the value 80 in row 2 come from? 4.4 Explain the situation if…Which of the following quantitiesPlease help me with this economics maths
- There was once a tree on the Campus of Benedict College that students labeled the “Dummy Tree.” This was done because students that were often seen under the tree were considered to be wasting their very valuable time. Therefore, this tree was attributed with contributing to the bad grades of those students that were constantly under the tree. Let’s say that a student spent 4 hours a week under the tree and was supposed to spend 15 hours a week in class. Further suppose that this particular student made some new friends through out the semester that are bad influences. They were able to convince him to hang out longer under the tree. So now he is under the tree 7 hours a week. What happened to his class time? Show a production possibilities model that may have demonstrated this student’s behavior. Do not forget to include opportunity costs in your analysis.What is the difference between microeconomics and macroeconomics?Exercise A3 What dome slices of a pie chart represent?