How does implementing change affect strategic relationship management?

Jasper is a self-employed businessman. on march 5, 2015 he purchases a personal computer for use at his home. he uses the comput

g100num [7]

Jasper could most certainly claim depreciation on the computer that is, 50% of it plus 50% of the purchase price and I know because I am self-employed too and I know that legitimate office expenses like a new printer, printer paper etc can be claimed according to the amount used for the business.

7 0

3 years ago

Using the interest formula, compute the interest and maturity values for each of the following notes: Principal Interest Term Ra

Ad libitum [116K]

Answer:

The answer is:

A: I=$76,67 MV=$4076,67

B: I=$293,75 MV=$10293,75

C: I=$138,125 MV=$6638,125

D: I=$36,75 MV=$936,75

Explanation:

Notes are often a key component of how a business finances its operations. For purposes of accounting, it's important to be able to calculate the maturity value of a note to know how much a business will have to pay or receive when the note comes due.

In general, notes are a form of short-term commercial financing. The maturity value is the amount of money that the company would receive when the note comes due.

When you know the principal amount, the rate, and the time, the amount of interest can be calculated by using the formula:

I = P*r*t

I= Total interest

P= principal

r= interest rate

t= time

To calculate the Maturity Value you need to sum the principal to the total interest accumulated over time.

Maturity Value= Principal + Interest

In this exercise:

A:

Principal: $4000 r=11,5% t=60 days

I=4000*0,115*(60/360)= $76,67

Maturity Value= 4000 + 76,67= $4076,67

B:

Principal: $10,000 r=11.75% t=90 days

I=10000*0,1175*(90/360)= $293,75

Maturity Value= 10000+ 293,75= $10293,75

C:

Principal= $6,500 r=12.75% time=60 days

I=6500*0,1275*(60/360)= $138,125

Maturity Value= 6500+ 138,125= $6638,125

D:

Principal= $900 r= 12.25% time=120 days

I=900*0,1225*(120/360)= $36,75

Maturity Value= 900+ 36,75= $936,75

4 0

4 years ago

Your uncle has $90,000 that he wishes to invest now to use the accumulation for purchasing a retirement annuity in five years. A

bezimeni [28]

Answer:

The question is incomplete, it is missing the last part:

Each dollar invested in D at the beginning of year 5 returns $1.12 at the end of year 5.

Your uncle is obligated to make a balloon payment on an existing loan, in the amount of $24,000, at the end of year 3. He wants to cover that payment out of these funds as well.

First of all, you must invest enough money in B in order to pay your debt.

present value = future value / expected return

present value = $24,000 / $1.36 = $17,647.06

you have $90,000 - $17,647.06 = $72,352.94 to invest in A.

at the end of year 2, you will have:

future value = present value x expected return = $72,352.94 x $1.20 = $86,823.53

then you should invest that money ($86,823.53) in invested D and at the end of year 4 you will have:

future value = $86,823.53 x $1.66 = $144,127.06

finally, you should invest $144,127.06 in investment E and at the end of ear 5 you will have:

future value = $144,127.06 x $1.12 = $161,422.31

5 0

4 years ago

Healthy Farmer, Inc. has 41 comma 000 shares of common stock outstanding and 5 comma 000 shares of preferred stock outstanding.

Tems11 [23]

Answer:

available for common stock holders 34,000

Explanation:

The common stock holders are being paid after the preferred stock.

So we must first calculate and subtract the preferred stock.

5,000 preferred stock x $100 par x 4% = 20,000

declared dividends 54,000

preferred dividends (20,000)

available for common stock holders 34,000

7 0

4 years ago

Plz help...... What is a term deposite?

melomori [17]

Answer:

$.)a \: way \: to \: invest \: money \\ .)we \: can \: earn \: a \: fixed \: intrest \: through \: \\ this \\ .)money \: is \: depositing \: for \: a \: time \\ \: like \: one \: month \\ .)we \: cant \: take \: our \: money \: before \\ \: that \: period \\ .)if \: we \: need \: it \: urgently \: we \: must \: pay \\ \: a \: penalty \: fee \\ thank \: you$

4 0

3 years ago