ACCA考試知識點(diǎn)很多,學(xué)員更要學(xué)會去運(yùn)用。

掌握ACCA考試的內(nèi)容是一個過程,學(xué)員需要學(xué)習(xí)、理解及運(yùn)用,才能夠?qū)CCA考試的內(nèi)容有自己的認(rèn)識。ACCA考試是財會知識學(xué)習(xí)的過程,學(xué)員要有耐心與信心。

1. [單選題]Mr Li, a photographer, had his photos published in the July 2014 edition of the tourism journal. The total fee was RMB20,000 and the publisher agreed to pay Mr Li by two instalments, one of RMB18,000 in June 2014 and the balance of RMB2,000 in August 2014. The same photos were republished by the government in a promotion brochure in August 2014 and Mr Li was paid a further fee of RMB3,000 by the government.

A. What is the total amount of individual income tax (IIT) which Mr Li will pay on the above incomes?

B. RMB2,492

C. RMB2,576

D. RMB2,548

E. RMB3,680

戳:各科必背定義+歷年真題中文解析+20年習(xí)題冊(PDF版)

ACCA考試


2. [單選題]C Co uses material B, which has a current market price of $0·80 per kg. In a linear program, where the objective is to maximise profit, the shadow price of material B is $2 per kg. The following statements have been made:

A. (i) Contribution will be increased by $2 for each additional kg of material B purchased at the current market price

B. (ii) The maximum price which should be paid for an additional kg of material B is $2

C. (iii) Contribution will be increased by $1·20 for each additional kg of material B purchased at the current market price

D. (iv) The maximum price which should be paid for an additional kg of material B is $2·80

E. Which of the above statements is/are correct?

F. (ii) only

G. (ii) and (iii)

H. (i) only

I. (i) and (iv)

答案:

1、正確答案 :D

解析:20,000 x (1 – 20%) x 20% x 70% + (3,000 – 800) x 20% x 70% = RMB2,548

2、正確答案 :I

解析:Statement (ii) is wrong as it reflects the common misconception that the shadow price is the maximum price which should be paid, rather than the maximum extra over the current purchase price.

Statement (iii) is wrong but could be thought to be correct if (ii) was wrongly assumed to be correct.

ACCA知識點(diǎn)的學(xué)習(xí)是幫助學(xué)員更好掌握ACCA的基本知識點(diǎn),如果學(xué)員還有更多想要學(xué)習(xí)的內(nèi)容,可以在線咨詢老師或者添加老師微信(rongyuejiaoyu)。