Answer:
a. 17,500,000 pages
b. 35,000
Explanation:
The computation is shown below:
As we know that
[tex]1 giga\ bytes = 1 \times 10 ^ {9} bytes[/tex]
So for 35 gigabytes it would be
[tex]= 35 \times 10 ^ {9} bytes[/tex]
And it is given that there is 2,000 characters
a. So the number of text pages would be
Let us assume that
for 2,000 it would be 1 page
So for [tex]35 \times 10 ^ {9} bytes[/tex] it would be x
Now we solve the x which is equal to
[tex]= \frac {35 \times 10 ^ {9} bytes}{2,000}[/tex]
= 17,500,000 pages
b. Now for 500 pages, it would be
[tex]= \frac{17,500,000}{500}[/tex]
= 35,000
