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Radda [10]
3 years ago
9

Lucas is running a lemonade stand on a hot day. He initially charges 25 cents a glass and is selling lots of lemonade. He decide

s to raise the price of a glass to $1.25. This price increase would cause the quantity of lemonade demanded to _____.
Business
1 answer:
Alik [6]3 years ago
7 0
Five  the is is the answer because 1.25 is just twenty five five times
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2 years ago
What is the minimum requirement to enroll in an open college?
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Answer:

c. there is no requirement

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The fasb's conceptual framework classifies gains and losses based on whether they are related to an entity's major ongoing or ce
andre [41]

These gains and losses may be described or classified as either operating or nonoperating, depending on their relation to an entity's major ongoing or central operations.

<h3>What does Conceptual Framework say about profit and loss?</h3>
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To learn more about Fasb gain and loss, refer

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7 0
1 year ago
Future value of an annuity: Carlos Menendez is planning to invest $3,500 every year for the next six years in an investment payi
emmainna [20.7K]
7 is the annual rate for 6 years
8 0
3 years ago
Final Finishing is considering three mutually exclusive alternatives for a new polisher. Each alternative has an expected life o
valkas [14]

Answer:

1. 18.09%

2. 12%

3. 20.02%  

Explanation:

As the MARR is 15%, we will accept projects which have IRR more than 15%. As the projects are mutually exclusive, we will choose only one project.

An IRR (Internal Rate of Return) is the rate which makes the NPV (Net Present Value) = ZERO.

The formula to calculate IRR is: 0 = P0 + P1/(1+IRR) + P2/(1+IRR)2 + P3/(1+IRR)3 + . . . +Pn/(1+IRR)n where P0 = Initial cash outflow

And P1, . . . Pn equals the cash inflows in periods 1, 2, . . . n, respectively.      

1) IRR of project 1:

0 = -$20,000 + $4,465/(1+IRR)1 + $4,465/(1+IRR)2 + $4,465/(1+IRR)3 + . . . + $4,465/(1+IRR)10

Solving for IRR we have = 18.09%

2) IRR of project 2:

0 = -$10,000 + $1,770/(1+IRR)1 + $1,770/(1+IRR)2 + $1,770/(1+IRR)3 + . . . + $1,770/(1+IRR)10

Solving for IRR we have = 12%

3) IRR of project 3:

0 = -$15,000 + $3,580/(1+IRR)1 + $3,580/(1+IRR)2 + $3,580/(1+IRR)3 + . . . + $3,580/(1+IRR)10

Solving for IRR we have = 20.02%

We will choose project 3 as it has the highest IRR.

8 0
3 years ago
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