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Lynna [10]
4 years ago
15

How do safe investments usually have a lower rate of return than riskier ones?

Business
2 answers:
choli [55]4 years ago
6 0

Answer:

Safe investments generally require less investment money and therefore tend to have a lower rate of return. In contrast, risky investments usually involve a lot of money and can cause a great loss for the investor, for this reason, they need to have a higher rate of return so that the investor feels influenced to invest, even with the high risk.

Explanation:

No investment is risk-free, but the higher the risk, the higher the rate of return and the greater the investor's profit.

In general, safe investments have a lower risk, require little money from the investor and do not have a very high rate of return, because the movement with the money is small and often limited. An example of this type of investment is saving, where the money invested is not moved, there is no risk of losing it.

On the other hand, high-risk investments are characterized by the rapid and constant movement of money invested. This type of investment usually involves large amounts of money and great chances that this money will be lost. For this reason, this type of investment may not be attractive to many people, which allows their rate of return to be high, to encourage the investor to take a risk.

densk [106]4 years ago
3 0

Students should understand that every saving and investment product has different risks and returns. Differences include how readily investors can get their money when they need it, how fast their money will grow, and how safe their money will be.


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Watson Corporation is considering buying a machine for $25,000. Its estimated useful life is 5 years, with no salvage value. Wat
LuckyWell [14K]

Answer:

12%

Explanation:

Accounting rate of return = Average net income / Average book value

Average book value = (Cost of equipment - salvage value) / 2

Average book value =  ($25,000 - 0) / 2 = $12,500

AAR = $1500 / $12,500 = 0.12 = 12%

7 0
3 years ago
A deposit of $90 is placed into a college fund at the beginning of every week for 5 years. The fund earns 3% annual interest, co
laila [671]

Answer:

$25,249.50

Explanation:

Deposit at the beginning of every 6 month (A) = 90

Time period (t) = 5

n = 52

Rate (r) = 3% = 0.03

So, the net amount in the account right after the last deposit is as follows:

= A * [(1+r/n)^(n*t) - 1 / r/n] * (1 + r/n)

= 90 * [(1+0.03/52)^(52*5) - 1 / 0.03/52] * (1 + 0.03/52)

= 90 * [(1.16178399147 - 1 / 0.000577] * (1+0.000577)

= 90 * 280.3882 * 1.000577

= 25249.498559226

= $25,249.50

6 0
3 years ago
Pina Colada Corp. had 150 units in beginning inventory at a total cost of $16,500. The company purchased 300 units at a total co
ICE Princess25 [194]

Answer:

FIFO = $17,000

LIFO = $9,350

Average-cost = $14,450

Explanation:

Initial inventory: 150 units, at a total cost of $16,500 ($110 per unit).

Purchases: 300 units, at a total cost of $60,000 ($200 per unit).

Final inventory: 85 units.

Unit sold: 150+300-85=365 units

FIFO (first in, first out)

In this method, we considered that the units that were first in the inventory were sold first.

Initial inventory:  150 u. x $110 per unit = $16,500      $16,500

Variations:           300u. x $200 per unit = $60,000   $76,500

                          -150 u. x $110 per unit = -$16.500      $60,000

                          -215 u. x $200 per unit = -$43,000   $17,000

Final inventory      85 u. x $200 per unit = $17,000

LIFO (last in, first out)

In this method, we considered that the first units that leave the inventory are the last that have arrived.

Initial inventory:  150 u. x $110 per unit = $16,500       $16,500

Variations:           300u. x $200 per unit = $60,000    $76,500

                          -300 u. x $200 per unit = -$60,000   $16,500

                          -65 u. x $110 per unit = -$7,150           $  9,350

Final inventory      85 u. x $110 per unit = $9,350

Average cost

In this method, every unit that left the inventory is valuated with an average-cost per unit of the inventory.

Initial inventory:  150 u. x $110 per unit = $16,500       $16,500

Variations:           300u. x $200 per unit = $60,000    $76,500

                          -365 u. x <em>$170*</em> per unit = -$62,050   $14,450

Final inventory      85 u. x $170 per unit = $14,450

<em>*average cost = (150*110+300*200)/(150+300)=76500/450=$170</em>

5 0
3 years ago
Read 2 more answers
If the “asset” price is $3.50 and the “strike” price is $3.75, how much of the premium cost is its “intrinsic” value?
Semmy [17]
The premium cost would be $0.25.
7 0
4 years ago
Why are checking accounts called demand deposits
OleMash [197]

Answer:

A checking account and savings account also called demand deposits because they are accessible at any time via teller, ATM, or online banking hence on demand.

Explanation:

6 0
3 years ago
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