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ArbitrLikvidat [17]
2 years ago
5

Watts Corporation made a very large arithmetical error in the preparation of its year-end financial statements by improper place

ment of a decimal point in the calculation of depreciation. The error caused the net income to be reported at almost double the proper amount. Correction of the error when discovered in the next year should be treated as ________.
Business
1 answer:
daser333 [38]2 years ago
5 0

Answer:

a prior period adjustment

Explanation:

A prior period adjustment -

It is the correction of the accounting error which took place in the past and was written in the prior year of financial statement , net of the income taxes , is known as a prior period adjustment .

It is the method to fix the previous problem of past during the reporting .

hence , the correct term fro the given statement is a prior period adjustment .

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Hamasaki Company owns 30% of CDW Corp. stock and has significant influence. Hamasaki received $6,500 in cash dividends from its
Anuta_ua [19.1K]

Answer:

A. True

Explanation:

Account Title Debit Credit

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4 0
3 years ago
Melissa owns the following portfolio of stocks. What is the return on her portfolio? Stock Amount Invested Return A $8.000 17.5%
s344n2d4d5 [400]

Answer:

The option c is a right answer.

Explanation:

For calculating the return on her portfolio, the steps is to be followed which is shown below:

Step 1: First compute the weight-age of each portfolio.

Step 2: Multiply the weight-age amount to invested return.

Step 3: After multiply the amounts, the expected return comes.

Mathematically,

Step 1:  Weight-age is to be computed by

= Each Portfolio amount  ÷ total stock amount

where total stock amount = $8,000 + $4,000 +$12,000

                                           =$24,000

For A = $8,000 ÷ $24,000 = 0.3333

For B = $4000 ÷ $24,000 = 0.1666

For C = $12000 ÷ $24,000 = 0.50

Step 2:

Expected Return for A = Weight-age × invested return

                                      = 0.3333 × 17.5%

                                      = 5.83%

Expected Return for B  = Weight-age × invested return

                                      =  0.1666 × 11.0%

                                      = 1.83%

Expected Return for C = Weight-age × invested return

                                      = 0.50 × 4.30%

                                      = 2.15%

So, the total return on her portfolio is a sum of Expected Return for A + Expected Return for B +Expected Return for C

=  5.83% + 1.83% + 2.15%

= 9.81 %

Hence, the return on her portfolio is 9.81% .

Therefore, the option c is a right answer

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2 years ago
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