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katen-ka-za [31]

3 years ago

11

Fixed expenses are $499,000 per month. The company is currently selling 5,000 units per month. The marketing manager would like

to cut the selling price by $13 and increase the advertising budget by $33,000 per month. The marketing manager predicts that these two changes would increase monthly sales by 900 units. What should be the overall effect on the company's monthly net operating income of this change

1 answer:

damaskus [11]3 years ago

3 0

Answer:

decrease of $8,900

Explanation:

Use the following formula to calculate the net operating income

Net operating income = Sales - Variables cost - Fixed cost

At Current Sales Level

Sales = 5,000 x $160 = $800,000

Variable cost = 5,000 x $48 = $240,000

Fixed cost = $499,000

Placing values in the formula

Net Operaitng Income = $800,000 - $240,000 - $499,000 = $61,000

At Increased Sales level

Sales = 5,900 x ($160-$13) = $867,300

Variable cost = 5,900 x $48 = $283,200

Fixed cost = $532,000

Placing values in the formula

Net Operaitng Income = $867,300 - $283,200 - $532,000 = $52,100

Now calculate the change in net operating income

Change in net operating income = Net operating income at current sales - net operating income at increased sales = $61,000 - $52,100 = $8,900

Hence, Net operating income is decreased by $8,900

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Bradford Services Inc. (BSI) is considering a project that has a cost of $10 million and an expected life of 3 years. There is a

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Answer:

Expected Net Cash Flow = $3.8 million

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Explanation:

Given Cash outflow = $10 million

Provided cash inflows as follows:

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While calculating NPV we will use Present Value Annuity Factor (PVAF) @12% for 3 years = $\frac{1}{(1 + 0.12){^1}} + \frac{1}{(1 + 0.12){^2}} + \frac{1}{(1 + 0.12){^3}} = 2.402$

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The Act was introduced to: promote a fair and non-discriminatory marketplace for access to consumer credit

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3 years ago

assume that your parents wanted to have saved for college by your 18th birthday and they started saving on your first birthday.

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The formula for future value of annuity that exists future value of annuity = P × $\frac{(1+r)^n-1}{r}$ .

Save each year to reach their goal exists $2152.48

Save each year to reach their new goal exists $2869.97

<h3>What is meant by future value of annuity?</h3>

The worth of a series of recurrent payments at a specific future date, assuming a specific rate of return, or discount rate, is the future value of an annuity. The future value of the annuity increases with the discount rate.

Given: amount saved = 120,000

Rate of Interest earned = 12.0 %

time = 18th birthday

Where, annual savings = P

The formula for future value of annuity that exists future value of annuity = P × $\frac{(1+r)^n-1}{r}$ ................(1)

where r exists rate and n exists a time period

put her value

$ 120,000 = P × $$\frac{(1+0.12)^{18}-1}{0.12}$

= $ 2152.48

Save each year to reach their goal exists $ 2152.48 and for $ 160,000 on 18 th Birthday

we consider here annual savings = P

From (1),

Future value of annuity = P × $\frac{(1+r)^n-1}{r}$

$ 160,000 = P × $\frac{(1+0.12)^{18}-1}{0.12}$

P = $2869.97

Therefore, Save each year to reach their goal exists $2152.48

save each year to reach their new goal is $2869.97

To learn more about future value of annuity refer to:

brainly.com/question/27011316

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