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g100num [7]
2 years ago
12

Chandler Co. has a loan that accrues interest at a rate of $28 a day. The company pays the interest once a quarter. What adjustm

ents would be made at the end of a month in which no payment for interest was made?
Business
1 answer:
prohojiy [21]2 years ago
3 0

Answer:

The Adjustment Entry for accrual of Interest Expense will be as follows:

                                              Dr.       Cr.

Interest Expense                $840

Interest accrued Payable               $840

Explanation:

Interest per day = $28

Interest expense for the Month = $28 x 30 = $840

$840 of Interest expense will be accrued at the end of the month and it should be adjusted accordingly.

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The initial cost of a packed-bed degassing reactor for removing trihalomethanes from potable water is $84,000. The annual operat
Thepotemich [5.8K]

Answer:

-$24,900

Explanation:

Solution

Given:

The annual payment is defined as:

A = F [i /(1 + i)^n -1

Where,

F = The sum of amount accumulated

i = The interest rate (annual)

n = the number of years

The standard notation equation becomes this

=A = F (A/F, i, n)

Now,

The annual payment  is A = P [ i(1 + i)^n / (1 + i)^n -1

where

P = The present value,

i = The interest rate (annual)

n = the number of year

The standard notation equation becomes this

=A = P (A/P, i, n)

We recall that,

The first cost P is $84,000.

Now,

A = $13,000, S = $9,000,  n = 10 years, and i = 8 %

Thus,

AW =- 84000 ( A/ P 8% 10 ) - 13000 + 9000 (A/F, 8%, 10)

=-84000 (0.149) - 13000 + 9000 (0.069)

= -$24,900

8 0
2 years ago
Microhard has issued a bond with the following characteristics:
Aleks [24]

Answer:

At Yield to maturity = 11%

Price = $1,000

Explanation:

As for the provided information we have:

Par value = $1,000

Interest each year = $1,000 \times 11% = $110

Effective interest rate semiannually = 11%/2 = 5.5% = 0.055

Since it is paid semiannually, interest for each single payment = $110 \times 0.5 = $55 for each payment.

Time = 8 years, again for this since payments are semi annual, effective duration = 16

Price of the bond = C \times \frac{(1 - \frac{1}{(1+i^n)}) }{i} + \frac{M}{(1 + i)^n}

Here, C = Coupon payment = $55

i = 0.055

n = Time period = 16

M = Maturity value = Par value = $1,000

Therefore, if yield to maturity = 11% then,

P = 55 \times \frac{1 - \frac{1}{(1 + 0.055)^1^6} }{0.55} + \frac{1,000}{(1 + 0.55)^1^6}

= $1,000

7 0
3 years ago
The debt payments-to-income ratio is:
Phoenix [80]

Answer: The debt payments-to-income ratio is: calculated by dividing monthly debt payments (excluding mortgage payments) by net monthly income.

This ratio is a measure that analyze an person’s monthly debt payment in accordance with his/her monthly income.  

The gross income is the pay before taxes and other variables are deducted.

<em>i.e. </em><em>debt payments-to-income ratio = \frac{Total\: of\: Monthly\: Debt\: Payments}{Gross\:Monthly\:Income}</em>

<em>Therefore, the correct option is (b)</em>

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(Consider This) In the middle ages, the French government auctioned off monopoly rights to the sale of salt. Economic theory pre
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A state passes a law requiring major appliances sold in the state to meet energy consumption standards. which factor in the​ fir
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