Solve the consumer’s problem for John’s optimal demand for Germ-X and Purell. (You should find actual numbers representing the quantity of Germ-X chosen and the quantity of

Answers

Answer 1

Answer:

Hello your question is incomplete below is the missing part and the needed diagram

suppose John is shopping and has $20 to spend on hand sanitizer. He can go with Germ-X (G) at $1 per fluid ounce (pG=1), or he can purchase purell (P) at $1.25 per fluid ounce (Pp=1.25). His utility function for the two different hand sanitizers is as follows:

U = G +1.1P

where G and P are measured in fluid ounces.

Solve the consumer’s problem for John’s optimal demand for Germ-X and Purell. (You should find actual numbers representing the quantity of Germ-X chosen and the quantity of purell chosen

ANSWER: The solution = (Germ-x,Purell ) = (20,0).

Explanation:

The consumers problem for John's optimal demand for Germ-x and Purell as seen in the diagram can solved by John going maximizing his utility given the constraint of the budget,

that means that John will purchase/spend the constrained budget of ($20) on Germ-x since the unit price of Germ X is at $1 while Purell's unit price is at $1.25 per fluid ounce

Solve The Consumers Problem For Johns Optimal Demand For Germ-X And Purell. (You Should Find Actual Numbers

Related Questions

The amortization of bond premium on long-term debt should be presented in a statement of cash flows (using the indirect method for operating activities) as a(n)

Answers

Answer:

Operating Activity

Explanation:

The Indirect method, reconciles the Operating Profit to the Operating Cash Flow by adjusting the following items (1) Non Cash flow items previously added or deducted from Operating Profit and (2) Changes in Working Capital items.

Amortization of bond premium is an item of non-cash flow that was previously deducted from Operating Profit and needs to be added back.

A project has estimated annual net cash flows of $56,600. It is estimated to cost $339,600.

Required:
Determine the cash payback period.

Answers

Answer:

It will take exactly 6 full years to cover for the initial investment.

Explanation:

Giving the following information:

Cash flow= $56,600

Initial investment= 339,600

The payback period is the time required for the cash flow to cover the initial investment:

Year 1= 56,600 - 339,600= -283,000

Year 2= 56,600 - 283,000= -226,400

Year 3= 56,600 - 226,400= -169,800

Year 4= 56,600 - 169,800= -113,200

Year 5= 56,600 - 113,200= -56,600

Year 6= 56,600 - 56,600= 0

It will take exactly 6 full years to cover for the initial investment.

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