NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
QA: 70
PDF includes all updated objectives of employee, set the event reason as
D. If there is no change in the annual salary of an employee, set the event reason as
E. PAYMER. If there is an increase in the annual salary of an employee, set the event reason as DATACHG.
Answer: E
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
QA: 70
Real employee, set the event reason as
D. If there is no change in the annual salary of an employee, set the event reason as
E. PAYMER. If there is an increase in the annual salary of an employee, set the event reason as DATACHG.
Answer: E
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
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NEW QUESTION: 1
What is the effect of the business rule shown in the screenshot?
A. If there is no change in the annual salary of an employee, set the event reason as PAYMEZ. p. If there is decrease in the annual salary of an
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NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
NEW QUESTION: 2
Which of the following encapsulation types on an Ethernet port support the provisioning of multiple SAPs?
(Choose 2)
A. Q-in-Q
B. Nil
C. Dot1Q
D. ATM
E. NULL
Answer: A,C
NEW QUESTION: 3
Four of your firm's analysts have been chosen as finalists for the Wealth Magazine All-Star Analysts team.
They will get different bonuses depending on the order in which they finish among themselves. How many different ways could they finish?
A. 10.
B. 16.
C. 24.
D. 36.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The factorial method allows you to determine the number of ways of arranging n things. Initially, there are n choices for the first item, then n-1 for the second, and so on. The number of combinations is therefore n! = n * (n-1) * (n-2) * (n-3) * ... * (1). Here, we wish to find out how many different orders can be made with 4 persons. The answer is 4! = 4 * 3 * 2 * 1 = 24.
NEW QUESTION: 4
ある会社は最近、ポンプ資産の大規模なオーバーホールを行わなければなりませんでした。プランナーは、何百ものタスクを入力し、それらのタスクを順番に並べ、各タスクで使用される労働力、材料、サービス、およびツールを特定する必要があります。
計画担当者は、会社に同じタイプのポンプが多数あるため、この作業が再び行われることを知っています。
作業計画を再入力する必要がないように、計画担当者は何をする必要がありますか？
A. ジョブプランを作成する
B. 作業計画からジョブ計画を作成機能を使用する
C. 作業全体の延長保証を取得します
D. フォローアップ作業指示書を作成します
Answer: A
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