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sudhagar
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OA is B and here is the detailed explanation:

If x is the cost of each software license, the cost of each server is 10x.

The total cost of the purchase is

= 24(10x) + 10x
= 240x + 10x
= 250x

To determine the database software's percent of the total cost, divide the total cost of the software by the total cost of the purchase. Thus,

= 10x/250x
= .04

= 4%
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krisrini
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sudhagar
Larry purchased 24 servers and 10 database software
licenses. If the cost of each server is ten times the cost
of each database software license, what percent of the total
purchase price was the cost of all of the database software
licenses?

A. 10%
B. 4%
C. 3%
D. 6%
E. 8%


It is B. Let the server cost be 100, so license cost would be 10.
24 servers would cost 2400 and 10 db license would cost 100
so a total of 2500 .

Hence DB license Cost is 4% (100 is 4% of 2500)
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ywilfred
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cost of server = s
cost of license = l

s = 10l

(10l)/(24s+10l) = s/(24s+s) = 1/25 = 4%



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