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Q&A Isn't Ontario 49 always worse than Daily Grand? [closed]

0 answers  ·  posted 1y ago by Chgg Clou‭  ·  closed 1y ago by Peter Taylor‭

Question lottery
#9: Question closed by user avatar Peter Taylor‭ · 2023-03-23T13:57:02Z (over 1 year ago)
#8: Post edited by user avatar Chgg Clou‭ · 2023-03-22T00:20:25Z (over 1 year ago)
  • ![](https://math.codidact.com/uploads/xzr70p4kom6lkbtos66t235t81pb)
  • [The table above](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) fails to disclose that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't Daily Grand's
  • - more moneyed lump sum (\$7M > Ontario 49's \$2M),
  • - and higher probability ($\color{red}{\dfrac {1}{13, 348, 188}} > \color{darkorange}{\dfrac{1}{13, 983, 816}}$)
  • prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any reason to play Ontario 49, rather than Daily Grand?
  • ![](https://math.codidact.com/uploads/xzr70p4kom6lkbtos66t235t81pb)
  • [The table above](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) fails to disclose that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't Daily Grand's
  • - more moneyed lump sum (\$7M > Ontario 49's \\$2M),
  • - and higher probability ($\color{red}{\dfrac {1}{13, 348, 188}} > \color{darkorange}{\dfrac{1}{13, 983, 816}}$)
  • prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any reason to play Ontario 49, rather than Daily Grand?
#7: Post edited by user avatar Chgg Clou‭ · 2023-03-17T00:25:19Z (over 1 year ago)
  • ![](https://math.codidact.com/uploads/xzr70p4kom6lkbtos66t235t81pb)
  • [The table above](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) fails to disclose that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't the Daily Grand's more moneyed lump sum (\$7M > Ontario 49's \$2M), and higher probability ($\color{red}{\dfrac {1}{13, 348, 188}} > \color{darkorange}{\dfrac{1}{13, 983, 816}}$) prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any reason to play Ontario 49, rather than Daily Grand?
  • ![](https://math.codidact.com/uploads/xzr70p4kom6lkbtos66t235t81pb)
  • [The table above](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) fails to disclose that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't Daily Grand's
  • - more moneyed lump sum (\$7M > Ontario 49's \$2M),
  • - and higher probability ($\color{red}{\dfrac {1}{13, 348, 188}} > \color{darkorange}{\dfrac{1}{13, 983, 816}}$)
  • prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any reason to play Ontario 49, rather than Daily Grand?
#6: Post edited by user avatar Chgg Clou‭ · 2023-03-17T00:22:25Z (over 1 year ago)
  • Why would anyone rational play Ontario 49? It's always worse than Daily Grand?
  • Isn't Ontario 49 always worse than Daily Grand?
  • ![](https://math.codidact.com/uploads/xzr70p4kom6lkbtos66t235t81pb)
  • [The table above fails to disclose](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't the Daily Grand's more moneyed lump sum ($7M >$ Ontario 49's $2M), and higher probability ($\dfrac {1}{13, 348, 188} > \dfrac{1}{13, 983, 816}$) prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any rational reason to play Ontario 49, rather than Daily Grand?
  • ![](https://math.codidact.com/uploads/xzr70p4kom6lkbtos66t235t81pb)
  • [The table above](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) fails to disclose that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't the Daily Grand's more moneyed lump sum (\$7M > Ontario 49's \$2M), and higher probability ($\color{red}{\dfrac {1}{13, 348, 188}} > \color{darkorange}{\dfrac{1}{13, 983, 816}}$) prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any reason to play Ontario 49, rather than Daily Grand?
#5: Post edited by user avatar Chgg Clou‭ · 2023-03-16T06:59:52Z (over 1 year ago)
  • ![Image alt text](https://math.codidact.com/uploads/9q8ahjq3sm91s6f04rehmd5909r2)
  • [The table above fails to disclose](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't the Daily Grand's more moneyed lump sum ($7M >$ Ontario 49's $2M), and higher probability ($\dfrac {1}{13, 348, 188} > \dfrac{1}{13, 983, 816}$) prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any rational reason to play Ontario 49, rather than Daily Grand?
  • ![](https://math.codidact.com/uploads/xzr70p4kom6lkbtos66t235t81pb)
  • [The table above fails to disclose](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't the Daily Grand's more moneyed lump sum ($7M >$ Ontario 49's $2M), and higher probability ($\dfrac {1}{13, 348, 188} > \dfrac{1}{13, 983, 816}$) prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any rational reason to play Ontario 49, rather than Daily Grand?
#4: Post edited by user avatar Chgg Clou‭ · 2023-03-16T06:46:37Z (over 1 year ago)
  • Why would anyone rational play Ontario 49, which is always worse than Daily Grand?
  • Why would anyone rational play Ontario 49? It's always worse than Daily Grand?
#3: Post edited by user avatar Chgg Clou‭ · 2023-03-16T06:40:10Z (over 1 year ago)
  • ![Image alt text](https://math.codidact.com/uploads/9q8ahjq3sm91s6f04rehmd5909r2)
  • [The table above fails to disclose](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) that for Daily Grand, the prize for the Winning Selection is
  • >Annuity of \$1,000 a day* for life or a single lump sum cash payment of \$7,000,000.
  • Doesn't the Daily Grand's lump sum \$7M ($>$ Ontario 49's $2M), and higher probability ($\dfrac {1}{13, 348, 188} > \dfrac{1}{13, 983, 816}$) prove that it's always better than Ontario 49?
  • Have I overlooked any rational reason to play Ontario 49, rather than Daily Grand?
  • ![Image alt text](https://math.codidact.com/uploads/9q8ahjq3sm91s6f04rehmd5909r2)
  • [The table above fails to disclose](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) that [Daily Grand's top prize is](https://www.olg.ca/en/lottery/play-daily-grand-encore/daily-grand-game-conditions.html)
  • >Annuity of \$1,000 a day* for life **or a single lump sum cash payment of \$7,000,000 [emphasis mine]**.
  • Doesn't the Daily Grand's more moneyed lump sum ($7M >$ Ontario 49's $2M), and higher probability ($\dfrac {1}{13, 348, 188} > \dfrac{1}{13, 983, 816}$) prove that Daily Grand's always better than Ontario 49?
  • Have I overlooked any rational reason to play Ontario 49, rather than Daily Grand?
#2: Post edited by user avatar Chgg Clou‭ · 2023-03-16T06:36:33Z (over 1 year ago)
  • Why would any rational Ontarian play Ontario 49, which is always inferior to Daily Grand?
  • Why would anyone rational play Ontario 49, which is always worse than Daily Grand?
  • Can someone double check my math and reasoning?
  • ![Image alt text](https://math.codidact.com/uploads/9q8ahjq3sm91s6f04rehmd5909r2)
  • [The table above fails to disclose](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) that for Daily Grand, the prize for the Winning Selection is
  • >Annuity of \$1,000 a day* for life or a single lump sum cash payment of \$7,000,000.
  • Doesn't the Daily Grand's lump sum \$7M ($>$ Ontario 49's $2M), and higher probability ($\dfrac {1}{13, 348, 188} > \dfrac{1}{13, 983, 816}$) prove that it's always superior to Ontario 49?
  • Have I overlooked any rational reason to play Ontario 49, rather than Daily Grand?
  • ![Image alt text](https://math.codidact.com/uploads/9q8ahjq3sm91s6f04rehmd5909r2)
  • [The table above fails to disclose](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) that for Daily Grand, the prize for the Winning Selection is
  • >Annuity of \$1,000 a day* for life or a single lump sum cash payment of \$7,000,000.
  • Doesn't the Daily Grand's lump sum \$7M ($>$ Ontario 49's $2M), and higher probability ($\dfrac {1}{13, 348, 188} > \dfrac{1}{13, 983, 816}$) prove that it's always better than Ontario 49?
  • Have I overlooked any rational reason to play Ontario 49, rather than Daily Grand?
#1: Initial revision by user avatar Chgg Clou‭ · 2023-03-16T06:34:51Z (over 1 year ago)
Why would any rational Ontarian play Ontario 49, which is always inferior to Daily Grand? 
Can someone double check my math and reasoning? 

![Image alt text](https://math.codidact.com/uploads/9q8ahjq3sm91s6f04rehmd5909r2)

[The table above fails to disclose](https://www.playsmart.ca/social-hub/ironing-out-lottery-odds) that for Daily Grand, the prize for the Winning Selection is

>Annuity of \$1,000 a day* for life or a single lump sum cash payment of \$7,000,000.

Doesn't the Daily Grand's lump sum \$7M ($>$ Ontario 49's $2M), and higher probability ($\dfrac {1}{13, 348, 188} > \dfrac{1}{13, 983, 816}$) prove that it's always superior to Ontario 49? 


Have I overlooked any rational reason to play Ontario 49, rather than Daily Grand?