Datasets:

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Suraponn

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dev_Accounting_1

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แต่ละสถานการณ์ต่อไปนี้เกี่ยวข้องกับบริษัทอื่น <image 1> สำหรับบริษัท B ให้ค้นหาจำนวนเงินที่หายไป

dev

63,020 ดอลลาร์

58,410 ดอลลาร์

71,320 ดอลลาร์

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D

Easy

Financial Accounting

Tables

multiple-choice

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1_1.jpg

Business

Accounting

dev_Accounting_2

2

นี่คือข้อเท็จจริงสำหรับบริษัท Hudson Roofing Company ในเดือนธันวาคม <image 1> สมมติว่าไม่มีการลงทุนหรือถอนเงิน ยอดคงเหลือในบัญชีเงินทุนของเจ้าของจะเป็นเท่าใด?

dev

171,900 ดอลลาร์

170,000 ดอลลาร์

172,500 ดอลลาร์

181,900 ดอลลาร์

A

Easy

Financial Accounting

Tables

multiple-choice

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2_1.jpg

Business

Accounting

dev_Accounting_3

3

สำหรับปี 2558 ให้คำนวณกระแสเงินสดจากสินทรัพย์(1) ________ กระแสเงินสดให้กับเจ้าหนี้(2) ________ และกระแสเงินสดให้กับผู้ถือหุ้น(3) ________<image 1>

dev

1): -$493.02 (2):-$2,384 (3):$1,890.98

1): 1,843.98 ดอลลาร์ (2): - 2,384 ดอลลาร์ (3): 493.02 ดอลลาร์

1): -$493.02 (2): -$2,384 (3):-$1,890.98

น่าน

C

Medium

Financial Accounting

Tables

multiple-choice

OCF = EBIT + Depreciation - Taxes= $4,427 + 1,351 - 1,259.02= $4,518.98 Change in NWC = ($25,522 - 5,917) - ($23,062 - 6,132)= $2,675 Net capital spending = $42,332 - 41,346 + 1,351= $2,337 Cash flow from assets = $4,518.98 - 2,675 - 2,337= -$493.02 Cash flow to creditors = Interest - Net new LTD= $724 - ($19,260 - 16,152)= -$2,384 Cash flow to stockholders = Dividends - Net new equity= $1,261- (-$629.98)= $1,890.98 Cash flow from assets = Cash flow from creditors + Cash flow to stockholders = -$2,384+ 1,890.98 = -$493.02

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

3_1.jpg

Business

Accounting

dev_Accounting_4

4

Paper Submarine Manufacturing กำลังตรวจสอบระบบล็อคบ็อกซ์เพื่อลดเวลาในการรวบรวม โดยได้กำหนดสิ่งต่อไปนี้:<ภาพที่ 1> เวลารวบรวมทั้งหมดจะลดลงสามวันหากใช้ระบบล็อคบ็อกซ์ กระแสเงินสดสุทธิต่อเช็คจากการใช้เป็นเท่าใด

dev

$.02

$7.79

$8.65

น่าน

A

Easy

Financial Accounting

Tables

multiple-choice

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

4_1.jpg

Business

Accounting

dev_Accounting_5

5

แก้โจทย์ด้วยจำนวนปีที่ไม่ทราบในแต่ละข้อต่อไปนี้:<image 1>

dev

10.52 ปี; 14.73 ปี; 20.02 ปี; 24.73 ปี

10.64 ปี; 14.81 ปี; 20.35 ปี; 25.01 ปี

10.96 ปี; 15.22 ปี; 20.83 ปี; 25.96 ปี

น่าน

B

Hard

Financial Accounting

Tables

multiple-choice

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5_1.jpg

Business

Accounting

validation_Accounting_1

386

<ภาพที่ 1> Baxter Company มีช่วงการผลิตที่เกี่ยวข้องระหว่าง 15,000 ถึง 30,000 หน่วย ข้อมูลต้นทุนต่อไปนี้แสดงถึงต้นทุนผันแปรเฉลี่ยต่อหน่วยสำหรับหน่วยการผลิต 25,000 หน่วย หากมีการผลิต 30,000 หน่วย ต้นทุนค่าโสหุ้ยการผลิตต่อหน่วยที่เกิดขึ้นคือเท่าใด

validation

$6

$7

$8

$9

B

Medium

Managerial Accounting

Tables

multiple-choice

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

386_1.jpg

Business

Accounting

validation_Accounting_2

387

"สมมติว่าบัญชีมียอดคงเหลือตามปกติ (...TRUNCATED)

validation

194,815 ดอลลาร์

182,815 ดอลลาร์

12,000 ดอลลาร์

9,000 ดอลลาร์

C

Medium

Financial Accounting

Tables

multiple-choice

"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)

387_1.jpg

Business

Accounting

validation_Accounting_3

388

"Maxwell Software, Inc. มีโครงการที่ไม่เกิดร่วมกั(...TRUNCATED)

validation

โครงการก

โครงการบี

น่าน

น่าน

B

Medium

Financial Accounting

Tables

multiple-choice

"Discount each project's cash flows at 15 percent. Choose the project with the highest NPV. Project (...TRUNCATED)

"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)

388_1.jpg

Business

Accounting

validation_Accounting_4

389

"แต่ละสถานการณ์ด้านล่างเกี่ยวข้องก(...TRUNCATED)

validation

1,620 ดอลลาร์

12,000 ดอลลาร์

51,180 ดอลลาร์

$0

D

Easy

Financial Accounting

Tables

multiple-choice

"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)

389_1.jpg

Business

Accounting

validation_Accounting_5

390

"ข้อมูลต่อไปนี้แสดงหน่วยในการเริ่ม(...TRUNCATED)

validation

132,625

134,485

135,332

132,685

B

Medium

Managerial Accounting

Tables

multiple-choice

"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)

390_1.jpg

Business

Accounting