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Taxable income of a corporation differs from pretax financial income because of
Permanent Differences | Temporary Differences
A No | Yes
B Yes | No
C No | No
D Yes | Yes
Acc/423 Acc423 Intermediate financial accounting iii final exam
A recorded in equity, as part of other comprehensive income.
B reported directly in retained earnings.
C ignored completely.
D reported directly in net incomeAcc/423 Acc423 Intermediate financial accounting iii final exam
A carrying value.
B historical cost.
C amortized cost.
D fair value.
Acc/423 Acc423 Intermediate financial accounting iii final exam
A Loans receivable
B Convertible bonds
C All of these are debt securities.
D Commercial paper
Acc/423 Acc423 Intermediate financial accounting iii final exam
A assumed converted only if they are antidilutive.
B ignored.
C assumed converted only if they are dilutive.
D assumed converted whether they are dilutive or antidilutiveAcc/423 Acc423 Intermediate financial accounting iii final exam
A unissued shares
B issued shares
C outstanding shares
D authorized shares
Acc/423 Acc423 Intermediate financial accounting iii final exam
True or False
True or False
True or False
True or False
True or False
True or False
True or False
True or False
True or False
True or False
2. The current ratio and the acid test ratio are both measures of financial leverage.
True or False
True or False
Download answers to FIN 370 - Final Exam
Complete the Comprehensive Problem-Perpetual. In this project, follow the steps of the accounting cycle to process given transactions in a business environment. Then, synthesize special journals, a trial balance, financial statements, and a post-closing trial balance.
Use the spreadsheet in Appendix C available on the student web page to complete the problems. Be sure to use the tabs labeled P07C and Given P07C.
1.A gambler plays roulette, and makes a $1 bet on four numbers, 1000 times. The bet pays 8 to 1. We are interested in finding the chance that the casino will make less than $300 from these plays. The expected value for the gambler's net gain is: $-18.75 $-22.66 $-16 $-25 $-52.63
2. A gambler plays roulette, and makes a $1 bet on four numbers, 1000 times. The bet pays 8 to 1. We are interested in finding the chance that the casino will make less than $300 from these plays. The SE for the gambler's net gain is: $2.76 $8.39 $87.34 $9.69 $67.93
3. A gambler plays roulette, and makes a $1 bet on four numbers, 1000 times. The bet pays 8 to 1. We are interested in finding the chance that the casino will make less than $300 from these plays. The chance that the gambler will win between $0 and $5 is about: 3.28% 48.43% 46.79% 1.64% 0.44%
4. A large group of people get together. Each one rolls a die 200 times, and counts the number of 4s. About what percentage of these people should get counts in the range 20 to 40? 45% 55% 88.90% 93% 78.87%
5. Find the probability that three cards are drawn from a deck, and you get two sixes, followed by a queen. 2/204 1/11050 8/16575 25/1352 None of these
6. A die is tossed, and you win $1 if you get more than 30% 6s. How many tosses should you make? 10 100
7. If drawing two cards from a deck, find the probability that the second card is the 4 of hearts, given that the first card is black. 1/52 1/51 4/51 1/2652 None of these
8. The law of averages says that after many tosses of a regular die, the difference between the expected number of threes, and the observed number of threes, will be close to 0. True False
9. A coin is tossed 80 times. Find the chance you get 35 heads.
12% 34.73% 45.15% 5.30% None of these
10. Empirical histograms converge toward the probability histogram as the number of repetitions increase. True False
11. Empirical histograms are based on observational values. True False
12. When the sample is large, the bias can be eliminated. True False
13. Quota sampling is a probability method. True False
14. A statistic can be computed from the sample and used to estimate a parameter. True False
15. In a probability method, the interviews have no discretion at all as to whom they interview. True False
16. Use the following information for #s 16 – 18. A “wheel of fortune” is spun. The wheel is shaped like a circle sectioned into 6 pie pieces. 2 of the spaces are red, 1 space is yellow, 2 are blue, and 1 is black. The pointer is as likely to stop on one segment as any other segment when the wheel is spun. If the pointer lands on red, you win $3, if it lands on any other color, you lose $2. Find your expected net gain after 200 plays. $-66.67 $-40 $50 $200 none of these
17. A “wheel of fortune” is spun. The wheel is shaped like a circle sectioned into 6 pie pieces. 2 of the spaces are red, 1 space is yellow, 2 are blue, and 1 is black. The pointer is as likely to stop on one segment as any other segment when the wheel is spun. If the pointer lands on red, you win $3, if it lands on any other color, you lose $2. Find the SE for the sum of the 200 draws. $48 $40 $200 $33.33 none of these
18. A “wheel of fortune” is spun. The wheel is shaped like a circle sectioned into 6 pie pieces. 2 of the spaces are red, 1 space is yellow, 2 are blue, and 1 is black. The pointer is as likely to stop on one segment as any other segment when the wheel is spun. If the pointer lands on red, you win $3, if it lands on any other color, you lose $2. What was the SD of the box model? 5 6.91 2 2.36 none of these
19. For #s 19- 21, use the following information: A gambler plays roulette, and makes a $1 bet on a pair of numbers, 4000 times. The bet pays 17 to 1, and it covers two numbers. We are interested in finding the chance that the casino will make less than $300 from these plays. Find the amount of money the casino is expected to make. $33.33 $66.67 $210.53 $157.63 None of these
20. A gambler plays roulette, and makes a $1 bet on a pair of numbers, 4000 times. The bet pays 17 to 1, and it covers two numbers. We are interested in finding the chance that the casino will make less than $300 from these plays. Find the standard error for the sum. $254.21 $56.76 $35.90 $4.71 none of these
21. A gambler plays roulette, and makes a $1 bet on a pair of numbers, 4000 times. The bet pays 17 to 1, and it covers two numbers. We are interested in finding the chance that the casino will make less than $300 from these plays. Find the chance the casino will make less than $300 from these plays. 83.85% 27.37% 36.32% 63.69% none of these
22. Find the chance that if you toss a pair of dice, you get 4 for the sum.
1/6 1/3 1/12 1/2 None of these
23. Use the following to answer #s 23-25. Consider a box containing 7 blue, 18 red, and 16 orange marbles. When drawing two marbles without replacement, the chance of drawing a blue, and then an orange is: 14/205 15/38 15/247 112/1681 1/15
24. Consider a box containing 7 blue, 18 red, and 16 orange marbles. Find the chance that both draws are orange. 256/1681 225/1681 6/41 35/247 None of these
25. Consider a box containing 7 blue, 18 red, and 16 orange marbles. Find the chance that neither draws are orange. 92/247 64/169 225/1681 15/41 None of these
26. A die is rolled three times. Find the chance that not all the rolls show 3 or more spots. 1/27 19/27 1/8 665/729 none of these
27. Find the probability that two cards are drawn from a deck, and you get a heart, followed by the ace of spades. 1/663 1/78 1/51 1/204 none of these