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Snezhnost [94]
2 years ago
13

Based on the spreadsheet below, what is the net cash flow? A 2-column spreadsheet showing Cash Inflows and Cash Outflows. Total

Cash inflow is 2,040 dollars and total cash outflow is 1,750 dollars. A. $290 b. $390 c. $1,750 d. $2,040 Please select the best answer from the choices provided A B C D.
Business
1 answer:
Vadim26 [7]2 years ago
6 0

The net cash flow is <u>A. $290.</u>

<h3>What is net cash flow?</h3>

The net cash flow is the difference between the cash inflows and the cash outflows.  It can be positive or negative.  When the cash inflows are greater than the cash outflows, the net cash flow is positive.  The opposite is the case when the cash outflows exceed the cash inflows.

<h3>Data and Calculations:</h3>
  • Total Cash Inflows = $2,040
  • Total Cash outflows = $1,750
  • Net cash flows = $290 ($2,040 - $1,750)

Thus, the net cash flow based on the spreadsheet is <u>A. $290.</u>

Learn more about the net cash flow here: brainly.com/question/4326360

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Option D Data Dump

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Binder Corporation agreed to build a warehouse for a client at an agreed contract price of $4,000,000. Expected (and actual) cos
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Answer:

The correct option is a. 2017: $200,000 2018: $520,000 2019: $240,000.

Explanation:

The formula for cost to cost method is expected or actual cost incurred to date divided by the total cost of the project or contract.

Therefore, we have:

Total cost = Cost in 2017 + Cost in 2018 + Cost in 2019 = $640,000 + $1,600,000 + $800,000 = $3,040,000

Cost in 2017 contribution to total cost = Cost in 2017 / Total cost = $640,000 / $3,040,000 = 0.21

Cost in 2018 contribution to total cost = Cost in 2018 / Total cost = $1,600,000 / $3,040,000 = 0.53

Cost in 2019 contribution to total cost = Cost in 2019 / Total cost = $800,000 / $3,040,000 = 0.26

Revenue in 2017 = Cost in 2017 contribution to total cost * Contract price = 0.21 * $4,000,000 = $840,000

Revenue in 2018 = Cost in 2018 contribution to total cost * Contract price = 0.53 * $4,000,000 = $2,120,000

Revenue in 2019 = Cost in 2019 contribution to total cost * Contract price = 0.26 * $4,000,000 = $1,040,000

Therefore, net income for each year 2017 through 2019 using the cost-to-cost method can be computed as follows:

Net income for year 2017 = Revenue in 2017 - Cost in 2017 = $840,000 - $640,000 = $200,000

Net income for year 2018 = Revenue in 2018 - Cost in 2018 = $2,120,000 - $1,600,000 = $520,000

Net income for year 2019 = Revenue in 2019 - Cost in 2019 = $1,040,000 - $800,000 = $240,000

Therefore, the correct option is a. 2017: $200,000 2018: $520,000 2019: $240,000.

6 0
3 years ago
Read 2 more answers
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4 0
3 years ago
Refer to the information in Homework 2 Question 2: Ross derives utility from only two goods, chocolates (x) and donuts (y). His
Margaret [11]

Answer:

The total effect is 35 out of which income effect is 15 and substitution effect is 20.

Explanation:

Ross has an income of $1440.

The price of chocolates (Px) is $10 and donuts (Py) is $9.

The utility function is given as

U = 0.5xy

Before price rise, Budget line:

1440 = 10x + 9y,

Consumption is optimal when

\frac{MUx }{ MUy} = \frac{Px}{Py} = \frac{10}{9} = 1.11

0.5y / 0.5x= 1.11

y = 1.11x

Substituting in budget line,

1440 = 10x + 9y = 10x + 9(1.11x)

1440 = 10x + 9.99x

19.99x = 1440

x = 72

y = 1.11x = 79.92 = 80

After price rise,

Py = 16.

New budget line:

1440 = 10x + 16y,

Price ratio

\frac{Px}{Py } =  /

=\frac{10}{16}

= 0.625

And,

\frac{MUx}{Muy} = \frac{0.5y}{0.5x} = 0.625

\frac{y}{x}  = 0.625

y = 0.625x

Substituting in new budget line: 1440 = 10x + 16y

1440 = 10x + 16(0.625)x

1440 = 20x

X = 72

Y = 0.625x = 45

So, total effect (TE)

= Decrease in consumption of y

= 80 - 45

= 35

With previous (x, y) bundle,

U = 0.5xy

U = 0.5 x 72 x 80

U = 2880

Keeping utility level the same & substituting,

y = 0.625x in utility function:

28800 = 0.5xy

2880 = 0.5\ \times\ 0.625x

2880 = 0.3125x^{2}

x^{2}  = \frac{2880}{0.3125}

x^{2} = 9216

x = \sqrt{9216}

x = 96

Now, putting the value of x,

y = 0.625\ \times\ x

y = 0.625\ \times\ 96

y = 60

Substitution effect (SE)

= 80 - 60

= 20

Income effect

= TE - SE

= 35 - 20

= 15

8 0
3 years ago
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