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mrs_skeptik [129]
3 years ago
9

On January 1, Year 1, Chaco Company sold $300,000 of 10% twenty-year bonds. Interest is payable semiannually on June 30 and Dece

mber 31. The bonds were issued for $359,378, priced to yield 8%. What is the amount of effective interest expense that Chaco will record for the six months ended June 30, Year 1
Business
2 answers:
Andrei [34K]3 years ago
8 0

Answer:

The amount of effective interest expense that chaco will record in the first six months is $14,375

Explanation:

interest payment that will be first made is on June 30, Year 1. Therefore, the outstanding balance used in the calculation is the issue price.

The interest expense is calculated by these formula

Interest expense = Effective semiannual interest rate × Outstanding balance

Interest expense = (8% ÷ 2) × $359,378 = $14,375

So the interest expense is gotten as %14,375

GalinKa [24]3 years ago
8 0

Answer:

$14,375

Explanation:

Interest expense = Effective interest for first interest period × Period of time covered by adjusting entry.

Therefore:

Interest expense = 8%× $359,378 = $28,759.24

$28,759.24/2 = $14,375

The adjusting entry will record interest for the June 30 Year 1 will include a debit to Interest Expense in the amount of $14,375.

Hence,

Dr Interest Expenses $14,375

The amount of interest expense that should be accrued by chaco in an adjusting entry dated June 30, Year 1 is $14,375

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In October 2010, the amount of money held by individuals and companies was $893.4 billion; checkable deposits owned by the same
Debora [2.8K]

Answer:

The M2 for October 2010 is $4.4145 trillion

Explanation:

In this question, we are asked to calculate the value of M2 for the month of October 2010. We use a mathematical approach for this;

Mathematically:

M2 = M1 + Savings deposits + Money market funds + Certificates of deposit + other time deposit

We identify the parameters in the question as follows:

Savings deposit = $989.4 billion

Money Market funds = $1.9423 trillion

Certificates of deposit = $345.6 billion

Other time deposit = $243.8 billion

M1 = $893.4 billion

We thus calculate M2 as = $989.4 billion + $1.9423 trillion + $345.6 billion + $243.8 billion + $893.4 billion = $4.4145 trillion

6 0
3 years ago
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When does a payday loan typically mature?
Rama09 [41]

Answer:

After the borrower's next check.

Explanation:

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Mary, the recruiter for Aurora Borealis Lighting Inc., decides to hire an individual who has the ability to learn on the job. Th
Dmitry_Shevchenko [17]

Answer:

D. Predictor

Explanation:

The predictor are behaviors that tends to be repeated by a person, when you analyze them it implies a possible repetition of an action in the future. In this case of a person who did not stay with his past employer more than two years and changes job frequently, will tend to be with the company for a short time and change job again

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3 years ago
You are given the market demand function Q=2800-1000p, and that each duopoly firm's marginal cost is $0.07 per unit, which impli
Fed [463]

Answer:

q1 = 910

q2 = 910

Explanation:

Given:

Q = 2800 - 1000p

Marginal cost = $0.07 per unit

Q = 2800 - 1000p

p = \frac{2800 - Q}{1000}

p = \frac{2800- q_1 - q_2}{1000}

Let's calculate profit of firm 1:

TR = p1 q1

= \frac{2800 q_1 - q_1^2 - q_1 q_2}{1000}

MR = \frac{2800 - 2q_1 - q_2}{1000}

MR = MC = 0.07

\frac{2800 - 2q_1 - q_2}{1000} = 0.07

Cross multiplying:

2800 - 2q₁ - q₂ = 70

2800 - 2q₁ = 70 + q₂

2800 - 70 - 2q₁ = q₂

2730 - 2q₁ = q₂...............(1)

Let's calculate profit of firm 2:

TR = p₁ q₂

= \frac{2800 q_2 - q_1 - q_2^2}{1000}

\frac{2800 - q_1 - 2q_2}{1000} = MR

MR = MC = 0.07

\frac{2800 - q_1 - 2q_2}{1000} = 0.07

Cross multiplying:

2800 - q₁ - 2q₂ = 70

2800 - 2q₂ = 70 + q₁

2800 - 70 - 2q₂ = q₁

2730 - 2q₂ = q₁................... (2)

Substitute 2730 - 2q₂ for q₁ in (1)...

Thus:

2730 - 2q₁ = q₂

2730 - 2(2730 - 2q₂) = q₂

2730 - 5460 + 4q₂ = q₂

-2730 + 4q₂ = q₂

-2730 = q₂ - 4q₂

-2730 = - 3q₂

q₂ = -2730/-3

q₂ = 910

Substituting 910 for q₂ in (2):

2730 - 2q₂ = q₁

2730 - 2(910)= q₁

2730 - 1820 = q₁

910 = q₁

q₁ = 910

The Cournot equilibrium quantities are: q₁= 910; and q₂ = 910

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