The financial statement that shows the state of the firms assets, liabilities and owners equity on a specific date is called:

Investing $1,500,000 in TQM's Channel Support Systems initiative will at a minimum increase demand for your products 1.7% in thi

vagabundo [1.1K]

Answer:

Payback is 19 months

Explanation:

It is a capital budgeting problem. Firm has invested in TQM's Channel Support systems of $1,500,000. It will increase demand of product by 1.7%.

$166385985 x1.7071. = $166389948

Last years sales revenue was $163,608,638. A 1.7% increase will mean the saleswill be -

$166385985- $163608638 = 2781347

Thus increase in sales revenue is-

Now consider contribution margin. From total sales direct variable costs are deducted to get total contribution. It is 34.2% . So extral contribution due to 1.7% increase in sales is-

$2781347 x 34/2%= $95122

Thus increase in contribution margin will also increase profit to the same extent as there is no addition in fixed cost due to this project. So firm will be able to recover $951,221of initial investment of $1,500,000 in one year. Pay back is the time required to recover this full initial investment. It ascertained by dividing $1,500,000 amount by the net addition in profit per year. Answer is-

1,500,000+ 951221= 1.6759yrs x12months= 19months

6 0

3 years ago

You borrow $210,000 to purchase a home. the terms of the loan call for monthly payments over 30 years at a mortgage rate of 4.50

Dmitry_Shevchenko [17]

First step, find the monthly payments.
Borrowed amount, P = 210000
Monthly interest, i = 0.045/12
Number of periods, n = 30*12=360

Monthly payment
$A=\frac{P(i*(1+i)^n)}{(1+i)^n-1}$
$=\frac{210000(0.045/12*(1+0.045/12)^360)}{(1+0.045/12)^360-1}$
$=1064.0392$ [to the 1/100 of a cent]

2. Calculate interest accumulated over 60 months
$I=210000((1+0.045/12)^{60}-1)$
$=52877.12$

3. Calculate value of payments
$F=\frac{A((1+i)^n-1)}{i}$
$=\frac{1064.039150634359((1+0.045/12)^{60}-1)}{0.045/12}$
$=71445.50$ to the nearest cent

4. Calculate percentage of interest paid
A. as a fraction of future values
Percentage of interest
=52877.12/71445.50
=74.01%
As a fraction of total amounts paid
Percentage of interest
=52877.12/(60*1064.0392)
=52877.12/63842.35
=82.82%

6 0

3 years ago

Explain how and why each of the following factors would influence current aggregate demand in the United States: a. increased fe

sukhopar [10]

The effects of the given factors on current U.S. aggregate demand would be:

a. Lower current aggregate demand (AD).
b. Higher current AD.
c. Higher current AD.
d. Higher current AD.
e. Lower current AD.

<h3>What affects Aggregate Demand?</h3>

When there is an increased fear of recession, aggregate demand drops as people want to save money for the recession. A higher price level will make things more expensive so AD drops as well.

When there is a fear of inflation, people increase spending so they can buy goods before prices increase.

Real income growth in other countries will lead to higher exports which will increase national wealth and therefore allow consumers to purchase more goods.

An reduction in real interest rates makes loans cheaper to be acquired and spent on consumption.

Find out more on aggregate demand at brainly.com/question/1490249.

#SPJ1

6 0

1 year ago

A stock is expected to pay a $0.45 dividend at the end of the year (D1 = 0.45). The dividend is expected to grow at a constant r

irinina [24]

Answer:

d. $ 9.52

Explanation:

The computation of the expected price of the stock 10 years from today is shown below:

= Dividend at year 10 ÷ (Required rate of return - growth rate)

where,

Dividend at year 10 is

= $0.45 × (1 + 0.04)^10

= $0.67

So, the expected price is

= $0.67 ÷ (11% - 4%)

= $9.52

By applying the formula we can easily find out the expected price of the stock

8 0

3 years ago

Blossom Company purchased a machine with a list price of $168000. They were given a 10% discount by the manufacturer. They paid

mixer [17]

Answer:

$11,870

Explanation:

Given:

List price = $168,000

Discount = 10%

Shipping cost = $1,000

Sales tax = $6,500

Salvage value = $40,000

Useful life = 10 years

Now,

Purchasing price = List price - Discount

Purchasing price = $168,000 - [10% × $168,000]

Purchasing price = $168,000 - $16,800

Purchasing price = $151,200

Costs that are directly related to the purchase of asset are capitalized.

Thus,

Cost = Purchasing price + Shipping costs + Sales tax

Cost = $151,200 + $1,000 + $6,500

Cost = $158,700

Now,

Annual straight line depreciation = $\frac{Cost-Residual Value}{Useful life}$

Annual straight line depreciation = $\frac{158,700 - 40,000}{10}$

Annual straight line depreciation = $\frac{118,700}{10}$

Annual straight line depreciation = $11,870

8 0

2 years ago