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I currently have health insurance $469.00 per month and need to go to a cheaper option. What do I get free as I am a senior citizen ?

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If you are a senior citizen, you should know by now, nothing is ever free. Ha Ha. But seriously, you don't say your exact age or where you are located. If you are in the United States and a citizen or permanent resident, you will qualify for Medicare Part A at age 65. If you worked in the US, you had FICA taxes withheld from your pay and this is part of what those FICA taxes were for. If the coverage is not as substantial as you like, you have the option to purchase medicare supplements which will offer additional coverage. If you are low income, you may qualify for medicaid but if you've been able to pay $469/month, it's unlikely your income is low enough to qualify. There is also the Obamacare health plans which you can check on the governments health care exchange which may offer subsidies (paid for by taxpayers) to help reduce what you have to pay for health insurance. Just be careful before purchasing one that you understand what you are getting, many of these plans have very high deductibles and coinsurance making them almost useless.

Posted on Aug 11, 2017

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SOURCE: Senior citizen in need of replacement IB for the

Hi from one senior citizen to another!!
Here is the link to the online user manual for your Compaq V2000:

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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

pgh_pa_guy
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SOURCE: university theater sold 444 tickets for a play.

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

  • 192 Answers

SOURCE: university theater sold 444 tickets for a play.

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

  • 1 Answer

SOURCE: What really is the distinction between Health Plan and Healthcare Plan?

Medical insurance may be the one which pays for the medical costs if you incur one. Long-term Healthcare Plan is greatest be prepared ahead.
over 50s life insurance Then it is good, if-you think it is appropriate for you.

Posted on May 17, 2013

ethan_davis9
  • 17 Answers

SOURCE: finding individual health insurance

More Americans are buying their own health insurance, but the process can be tough. There are ways to make sure you understand what you're buying, and that you get the product that's best for you.
You may want to start by confirming that you really do need to buy individual insurance. For many people, it's better to avoid the individual market, since in most states insurers can reject you because of preexisting health conditions. you can find the individual insurance policy from Rais Insurance as they offer in affordable cost with double benefits.
Health Insurance

Posted on May 11, 2016

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1 Answer

University theater sold 444 tickets for a play. Tickets cost $20 per adult and $15 per senior citizen. If total receipts were $7345 how many senior citizen tickets were sold?


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

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1 Answer

University theater sold 444 tickets for a play. Tickets cost $20 per adult and $15 per senior citizen. If total receipts were $7345, how many senior citizen tickets were sold?


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

Mar 24, 2010 | SoftMath Algebrator - Algebra Homework...

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