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solong [7]
3 years ago
11

Diane's Designs purchased a one-year liability insurance policy on March 1 of a year for $8,400 and recorded it as a prepaid exp

ense. Which of the following amounts would be recorded as insurance expense during the adjusting process at the end of Diane's first month of operations on March 31?a. $320. b. $3,520.c. $3,840.d. $384.
Business
1 answer:
Liula [17]3 years ago
5 0

Answer:

$700 (not given in the options)

Explanation:

When the policy is purchased with a payment made in advance, the entries recorded are

Debit prepaid insurance  $8,400

Credit Cash account         $8,400

After the first month, the expense incurred is

= 1/12 × $8,400

= $700

Entries then required

Debit Insurance expense   $700

Credit Prepaid Insurance    $700

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3 0
2 years ago
Cutler Petroleum, Inc., is trying to evaluate a generation project with the following cash flows:Year Cash Flow0 –$ 39,800,000 1
muminat

Answer:

The two IRRs are: - 76.49% and 36.79%

Explanation:

To simplify our "Hard work", let's denote the cash flow numbers in terms of '000 (To reduce the number of zeros).

IRR is that discount rate R, for which NPV = 0

NPV is the sum of discounted cash inflows and outflows. Therefore,

NPV ($'000) = - 39,800 + (63,800 / (1 + R) - [12,800 / (1 + R)2]

When NPV = 0 [If R is the IRR],

0 = - 39,800 + [(63,800 / (1 + R)] - [12,800 / (1 + R)2]

[12,800 / (1 + R)2] - [(63,800 / (1 + R)] + 39,800 = 0

To simplify further, let's put N = 1 + R. Also, let's divide both sides by 200 [Note: We're only doing arithmetical simplification to reduce the large numbers]]:

[64 / (N)2] - (319 / N) + 199 = 0

Multiplying all terms by (N2):

64 - 319N + 199 (N)2 = 0

that is,

199 (N)2 - 319N + 64 = 0

This is a quadratic equation with large coefficients. Solving quadratic equation is outside scope of this question (it belongs to Algebra), so I've used an Online Quadratic equation solver**, which returns following values of N:

N = 1.3679, and N = 0.2351

So:

1 + R = 1.3679, Or 1 + R = 0.2351

R = (1.3679 - 1) or R = (0.2351 - 1)

R = 0.3679 or R = - 0.7649

The two IRRs are: - 76.49% and 36.79%

4 0
3 years ago
Which of the following statements is false?
Paul [167]

Answer:

C

Explanation:

C. online retailing and in-store retailing experience similar rates of product return.

3 0
3 years ago
When the price of good A rises from ​$11 to ​$33​, the quantity of good A demanded decreases from 400400 to 200200 units a day a
Novay_Z [31]

Answer:

The correct answer is option A.

Explanation:

The price of good A is initially at $11.

The initial demand of A  is 400 units.

The price increases to $33.

The demand of A , as a result, falls to 200 units.

The demand for good C is initially at 150 units.

With increase in price of A, the demand rises to 250 units.

The positive cross elasticity as given in the figure represents that the two goods are substitutes. When price of A increases, consumer will prefer its cheaper substitute. So, the demand for good C will increase.

6 0
3 years ago
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