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3 years ago

3. SmartArt can be used to create that highlight relationships between two items.

1 answer:

8 0

<span>SmartArt can be used to create graphic organizers (Solution:B) that highlight relationships between two items. With SmartArt you can make visual representation of your ideas and information. The tool SmartArt is available </span>in Excel, PowerPoint, Word, but also you create SmartArt object in Outlook.
There are different layouts available for this type of representation.

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In Mandatory Access Control sensitivity labels attached to object contain what information?

larisa86 [58]

Answer:b)The item’s classification and category set

Explanation: Mandatory access control(MAC) is the security component in the computer system. It is regarding the controlling the access of the operating system by the administrator.The accessing is made limited by the MAC according to the sensitivity of the data .

The authorization for user to access the system is based on this sensitivity level known sensitivity label. The objects contain the information regarding the classification and categories or level of items. Thus, the correct option is option(b).

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2 years ago

How much should I borrow on a direct loan

olga_2 [115]

I recommend between $5,500 and $12,500 each year.

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2 years ago

The appropriate software to use for creating research papers is ________ software. Select one: A. presentation B. word processin

Mademuasel [1]

Answer:

B. word processing

Explanation:

The appropriate software to use for creating research papers is word processing. This refers to any software that is designed with the main function of the production, storage, and manipulation of any kind of text document that is located on a computer or word processor. One of the most popular software example is Microsoft Studio's Word Processor from their Office Software Suite.

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3 years ago

Prove, using mathematical induction, that the given property of the Fibonacci numbers is true [F(n+1)]2 =[F(n)]2+F(n−1)∗F(n+2) f

mixas84 [53]

Answer:

We have proven that the property of the Fibonacci sequence $[F(n+1)]^2 =[F(n)]^2+F(n-1)F(n+2)$ holds by Mathematical Induction.

Explanation:

For n≥2. We prove that it holds for n=2, Assume that it holds for n=k and prove that it holds for n=k+1

F(1)=1

F(2) = 1

F(3) = F(3 − 1) + F(3 − 2)= F(2) + F(1)=1+1=2

F(4) = F(4 − 1) + F(4 − 2)= F(3) + F(2)=2+1=3

In $[F(n+1)]^2 =[F(n)]^2+F(n-1)F(n+2)$

We prove it is true for n=2.

When n=2

$L.H.S: [F(n+1)]^2 = [F(2+1)]^2 = [F(3)]^2 = 2^2 =4\\R.H.S: [F(n)]^2+F(n-1)F(n+2) \\=[F(2)]^2+F(2-1)F(2+2)\\= [F(2)]^2+F(1)F(4)\\=1^2+1*3=1+3=4$

We assume it is true for n=k and prove that it holds for n=k+1.

When n=k+1 in $[F(n+1)]^2 =[F(n)]^2+F(n-1)F(n+2)$

Substituting n=k+1 in the LHS: $[F(n+1)]^2$ and applying: F(k+2)=F(k+1)+F(k)

$LHS: [F(k+2)]^2=[F(k+1)+F(k)]^2\\= [F(k+1)]^2+2F(k+1)F(k)+[F(k)]^2\\=[F(k+1)]^2+F(k)[2F(k+1)+F(k)]\\=[F(k+1)]^2+F(k)[F(k+1)+F(k+1)+F(k)]\\=[F(k+1)]^2+F(k)[F(k+1)+F(k+2)]\\=[F(k+1)]^2+F(k)F(k+3)$

Substituting n=k+1 in the RHS : $[F(n)]^2+F(n-1)F(n+2)$

RHS= $[F(K+1)]^2+F(K+1-1)F(K+1+2)=[F(k+1)]^2+F(k)F(k+3)$

Since the LHS=RHS

Therefore, the property is true.

FOR REFERENCE

When n=k in $[F(n+1)]^2 =[F(n)]^2+F(n-1)F(n+2)$

Substituting n=k in the LHS: $[F(n+1)]^2$ and applying: F(k+1)=F(k)+F(k-1)

$LHS: [F(k+1)]^2=[F(k)+F(k-1)]^2\\= [F(k)]^2+2F(k)F(k-1)+[F(k-1)]^2\\=[F(k)]^2+F(k-1)[2F(k)+F(k-1)]\\=[F(k)]^2+F(k-1)[F(k)+F(k)+F(k-1)]\\=[F(k)]^2+F(k-1)[F(k)+F(k+1)]\\=[F(k)]^2+F(k-1)F(k+2)\\Substituting \: n=k \:in\: th\:e RHS :[F(n)]^2+F(n-1)F(n+2)$

$RHS=[F(K)]^2+F(K-1)F(K+2)$

LHS=RHS

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2 years ago

Eric wants your help in remembering which of the following options corresponds to a dialog box that alerts the user to an error

nignag [31]

Answer:

MsgBox("User name is missing", 1 Or 16, "User Name Error")

Explanation:

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3 years ago