Question about Dyson Dryers
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Posted on Jan 02, 2017
Hi from one senior citizen to another!!
Here is the link to the online user manual for your Compaq V2000:
You can read it page by page, and you can also search using key words. I would recommend adding this link to your Favorites.
Posted on Oct 09, 2009
Let S = number of senior tickets and A = number of adult tickets.
From the given information you know a) that S+A = 444 (total tickets sold) and b) 20A+15S = 7345 (amount of money taken in).
Rearrange a): A = 444-S and substitute it in b), then solve for S.
20(444-S) + 15S = 7345
8880 - 20S + 15S = 7345
8880 - 7345 = 20S - 15S
1535 = 5S
S = 307
Posted on Mar 24, 2010
SOURCE: How do I scan with
1) May I suggest this helpful info from Microsoft.com?
2) The image, or document to be scanned must go face down on the scanner glass.
This is the page, to download the User Manual for one model of HP OfficeJet 6500 series, All-In-One printer,
(Say that real fast 10 times. Whew!)
On this page left-click on User Manual.
This is a PDF file. Please give time for the first page to come up, and additional time for the file to fully download, before looking through it.
(Took 6 seconds for the first page to come up, and an additional 2 minutes for the file to fully download, with a medium speed DSL connection)
Posted on Nov 06, 2010
Let A = number of adult tickets and S = number of senior tickets.
The total number of tickets is 444. This equals A + S.
444 = A + S
Total receipts were $7345. This can be represented as:
7345 = A*20 + S*15
Solve for A in first equation.
A = 444 - S
Substitute this into the 2nd equation for A
7345 = (444 - S)*20 + S*15
Solve for S
7345 = 8880 - 20*S + 15*S
7345 = 8880 - 5*S
-1535 = -5*S
307 = S
Therefore there were 307 senior tickets sold.
The number of adult tickets would be 444-307 = 137
Posted on Feb 01, 2011
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