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Minchanka [31]
3 years ago
8

A function is a built-in formula in a spreadsheet. a. True b. False

Computers and Technology
2 answers:
grin007 [14]3 years ago
7 0

Answer:

True

I just got the same question correct on OddyseyWare

Anna11 [10]3 years ago
5 0
YES its TRUE the answer is A. true. Spreadsheet is like excel that contains built in formula and ready to use. You just have to explore more on its environment and research more about the spreadsheet so that your work will easily be done
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Consider the following C program: int fun(int *i) { *i += 5; return 4; } 352 Chapter 7 Expressions and Assignment Statements voi
Musya8 [376]

Answer:

a. operands are evaluated left toright. 7

b. operands are evaluated right toleft. 12

Explanation:

a. operands are evaluated left toright. 7

b. operands are evaluated right toleft. 12

left to right

int fun (int *i) {

*i +=5; we add 5to x making x 8

return4; we return 4 tomain

}

void main ( ) {

int x = 3;

x = x + fun(&x); x starts at 3 in fun it ischanged to 8 but the 3 is already being used the 4 fromfun is added (3+4) to it making it 7

}

right toleft x starts at 3 in fun x gets changed to 8 and fun is returned as 4so we have 4 + 8 = 12

Paraphrasing

left to right it's is 3 + 4 =7 original value of x is used

right to left it is 4 + 8 =12 x is used as it was changed by fun, since fun was alreadyexecuted

4 0
4 years ago
Which formations are created by wind deposition?Select two options
Temka [501]

Answer:

Sand dunes, and maybe you know them things in the middle of the desert where its like a rock pole thingy, that too, i dunno what its called but you should know what im talking about.

Explanation:

7 0
3 years ago
1. Zack sees an online contest. He could win $10,000 instantly! On the sign-up form, he enters his name and email address. He is
Artyom0805 [142]

Answer:

1. Option B

2. Option B

3. Option B

Explanation:

Your mother's maiden name might be a password recovery question for your other personal account.

It is not legal to provide your SSN to any private entity.

Since the authenticity of the web site cannot be verified, it is not advisable to have business transactions with such websites.

6 0
3 years ago
The ____ file is typically saved with a prefix of inc_.
KonstantinChe [14]

The include file is typically saved with a prefix of inc_.

<h3>What is include file?</h3>

The include (or require ) statement is known to be one that often takes the total text/code/markup that is seen in the specified file and it is one that copies it into a given file that uses what we call the include statement.

A file is known to be any form of documents and it is one that can be in any format such as pdf, doc and others.

Hence, in the case above, The include file is typically saved with a prefix of inc_ as that is the way to save it.

Learn more about file from

brainly.com/question/26125959

#SPJ1

5 0
2 years ago
Can someone explain step by step on how to convert from base 2 to base 10 m​
Leno4ka [110]
<h2>What is base 2?</h2>

You know how we have 10 1's in 10, 10 10's in 100, 10 100's in 1000, etc.? That's because, in the <em>decimal system</em>, our base, which you can think of as our "grouping number," is 10. In base 2, that grouping number is 2. To get a feel for what that means, let's try counting in this system. I'll use parentheses for grouping, and we'll write the digits at the end!

<h3>o, (oo)</h3>

We've reached two units, so we group them together since 2 is our base.

<h3>(oo)o, ((oo)(oo))</h3>

We have two groups of 2 now, so we wrap that up in a larger group!

<h3>((oo)(oo))o, ((oo)(oo))(oo), ((oo)(oo))(oo)o</h3>

If we wanted to look at that last number in base 10 in this same style, using paretheses for grouping, it would look like

<h3>ooooooo</h3>

Or 7 in base 10. How do we write something like

<h3>((oo)(oo))(oo)o</h3>

In digits? One way, the stardard way, is to count the number of each type of group that <em>isn't</em> enclosed in a group. For ((oo)(oo))(oo)o, we have

<h3>((oo)(oo)) - 1</h3><h3>(oo) - 1</h3><h3>o - 1</h3>

So we could write this number as 111 in binary. What would happen if we added one more? Well, now we'd have

<h3>((oo)(oo))(oo)oo</h3>

We can group the two o's together:

<h3>((oo)(oo))(oo)(oo)</h3>

And the two (oo)'s together:

<h3>((oo)(oo))((oo)(oo))</h3>

And the two ((oo)(oo))'s:

<h3>(((oo)(oo))((oo)(oo)))</h3>

And now the ungrouped bits are 1 (((oo)(oo))((oo)(oo))), 0 ((oo)(oo))'s, 0 (oo)'s, and 0 o's. We'd write this number as 1000 in base 2, and going back to base 10, we still don't have one full group of ten, so we can strip away the parentheses to get:

<h3>oooooooo</h3>

Which can be written as 8 in decimal.

<h2>Going from Base 2 to Base 10</h2>

Let's say we're given the number 1010 in base 2, and we want to turn that into a number in base 10. What do each of the digit's mean here? let's break it down:

  • 1010: Groups of 1
  • 1010: Groups of 2
  • 1010: Groups of 4
  • 1010: Groups of 8

We can write this as the sum 1\cdot8+0\cdot4+1\cdot2+0\cdot1, or 8+2, which gives us the base 10 number 10 - 1 ten and 0 ones.

<h2>Why base 2?</h2>

At first glace, base 2 seems a little excessive; why do we need 4 digits to write out the number 8? Why go through the trouble? To be honest, we didn't <em>have</em> to pick 10 as our base of choice - it came about historically because we have 10 fingers, and fingers are our main tool for counting. Base 2 finds its use in <em>computers</em>, which, at their most basic level, are a bunch of tiny on-off switches. Since each switch has <em>2 </em>states, base-2 is a natural way for computers to store and represent numbers. Remember that next time you see a movie hacker messing with 1's and 0's!

8 0
3 years ago
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