Minh’s data shows that on average only 4.6% of customers were purchasing complementary services available within Media Systems. By using his company’s services, Minh was projecting that these percentages would triple across all user groups within 1 year. a) How many customers would that equate to in total for each group? b) What would be the difference compared to current levels?
Are there numbers associated with this problem? I believe you would have to multiply 4.6 by 3 to get the tripled percentage... but then I don't see numbers to find the number of customers..
1. The company has 70,000 publications subscribers, 58,000 advertisers, 30,000 telephone services customers, and 18,000 Internet service provider customers.
So, 3*(4.6) will give you the percentage that has tripled. Now, if you covert that percentage as a decimal, and then multiply it to the number for each group of customers, you will get number of people who purchased the complimentary systems
for b) The current levels is the number of customers at the level of 4.6%, so find the number of people at 4.6%. The new levels are the number of customers at the new tripled-percentage. So to find different between current levels: find (# of customers at tripled-percentage) - (# of customers at the level 4.6%)
I am puzzled because I found the following online and was wondering where the 9.2% comes from. 70000 * 4.60% * 3 = $9660 70000*9.2% =$6440 58000 * 4.60% * 3 = $8004 58000*9.2%=$5336 30000 * 4.60% * 3 = $4140 30000*9.2%=$2760 18000 * 4.60% * 3 = $2484 18000*9.2%=$1656
OK, if I understand correctly, everything is multiplied by 3 than subtracted by the original number or percent which give us 2, for instance: 4.60 x 3 = 13.8 - 4.60 = 9.2 right? 70000 x .046 = 3220 x 3 = 9660 9660 - 3220 = 6440 right? So in a sense you triple the factors and then subtract 1 and the results that are show are really for two?
Yes they have done question 1) on the left column, and question 2 on the right column. It turns out that finding 70000*(4.6%*3) - 70000*(4.6%) is the same as 70000*(9.2%) since 13.8-4.6 = 9.2
Okay, thanks, appreciate it.
:) yw
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