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12345 [234]
3 years ago
5

Zach would like to reuse a spreadsheet that he created last year. However, he will need to delete the contents of several cells.

Zach should _____.
use his arrow to move to each of these cells and press Delete
highlight the desired cells and use the clear command
start a new spreadsheet from scratch
click on each cell and press space bar
Computers and Technology
1 answer:
Galina-37 [17]3 years ago
8 0

Zach should highlight the desired cells and use the clear command .

<u>Explanation:</u>

  • Zach use his arrow to move to each of these cells and press Delete : Though this seems to be right, it is an time consuming method if the data is too large to delete contents one by one. This method is not advisable even for smaller amount of data.
  • Highlight the desired cells and use the clear command : This is the right answer. We can select the list of continuous data either using the keyboard or using mouse either click clear command or press delete button from the keyboard.
  • start a new spreadsheet from scratch : This is not the desired option since we want to re-use the existing sheet.
  • click on each cell and press space bar: This is also one of the right option but not advisable since it is time consuming.
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Answer:

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(5 pt.) The name of a variable in the C programming language is a string that can contain uppercase letters, lowercase letters,
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Answer:

The different variable in C is 21213316700.

Explanation:

Given value:

Total value  = letters + underscore value

Total value  = 52 + 1

Total value =53

choice for first character = 53 letters +10 digits

first character = 63

choice for remaining characters

So,

Variable number With one 1 character = 53

Variable number With 2 character  = 53 × 63

Variable number With 3 character = 53 × 63²

Variable number With 4 character  = 53 × 63³

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Variable number With 7 character  = 53 \times  63^{7}

Total difference variable = 53 + 53 × 63+ 53 × 63²+ 53 × 63³+....+ 63^{7}

Total difference variable = 53(1 + 63 + 63²+ 63³+ .... + 63^{7})

Formula:

1+x+x^2+x^3+x^4+........x^n\\\\\Rightarrow  \frac{x^{(n+1)} -1}{x-1}

Total difference variable

53 \times \frac{63^{7+1} -1 }{63-1}\\\\53 \times \frac{63^{8} -1 }{63-1} \\\\ \therefore 63^8 = 2.48 \times 10^{14}\\\\53 \times \frac{2.48 \times 10^{14} -1  }{62}\\\\53 \times \frac{1.48 \times 10^{14}}{62}\\\\21213316700

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