DartBoard Math Scoring Problem
Clash Royale CLAN TAG#URR8PPP
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I am looking to mathematically model a DartBoard in order to create a dart scoring app in which a user plays against the computer.
The computer will throw a dart and end up with an X/Y point based on weighted random functions (skill levels) and a target (what computer is trying to hit according to the ai strategy of the game)
I need to know... given an X/Y pair... where this lands on a dart board.
Board diameter 451mm
bull 13mm
25 ring 32 mm
triple and double rings 10mm
any ideas? thanks for your help
vr
geometry circle
add a comment |Â
up vote
-2
down vote
favorite
I am looking to mathematically model a DartBoard in order to create a dart scoring app in which a user plays against the computer.
The computer will throw a dart and end up with an X/Y point based on weighted random functions (skill levels) and a target (what computer is trying to hit according to the ai strategy of the game)
I need to know... given an X/Y pair... where this lands on a dart board.
Board diameter 451mm
bull 13mm
25 ring 32 mm
triple and double rings 10mm
any ideas? thanks for your help
vr
geometry circle
You'll find that simple "Here's the statement of my exercise, solve it for me" posts will be poorly received. What is better is for you to add context (with an edit): What you understand about the problem, what you've tried so far, etc.; something both to show you are part of the learning experience and to help us guide you to the appropriate help. You can consult this link for further guidance.
â Shaun
Aug 26 at 20:36
Place the origin at the center of the board and use the distance formula to determine the ring in which the dart has landed.
â John Douma
Aug 26 at 21:03
Why not try a more human-friendly project like this one. $ddotsmile$.
â Rob Arthan
Aug 26 at 23:05
add a comment |Â
up vote
-2
down vote
favorite
up vote
-2
down vote
favorite
I am looking to mathematically model a DartBoard in order to create a dart scoring app in which a user plays against the computer.
The computer will throw a dart and end up with an X/Y point based on weighted random functions (skill levels) and a target (what computer is trying to hit according to the ai strategy of the game)
I need to know... given an X/Y pair... where this lands on a dart board.
Board diameter 451mm
bull 13mm
25 ring 32 mm
triple and double rings 10mm
any ideas? thanks for your help
vr
geometry circle
I am looking to mathematically model a DartBoard in order to create a dart scoring app in which a user plays against the computer.
The computer will throw a dart and end up with an X/Y point based on weighted random functions (skill levels) and a target (what computer is trying to hit according to the ai strategy of the game)
I need to know... given an X/Y pair... where this lands on a dart board.
Board diameter 451mm
bull 13mm
25 ring 32 mm
triple and double rings 10mm
any ideas? thanks for your help
vr
geometry circle
asked Aug 26 at 20:30
Victor Rook
1
1
You'll find that simple "Here's the statement of my exercise, solve it for me" posts will be poorly received. What is better is for you to add context (with an edit): What you understand about the problem, what you've tried so far, etc.; something both to show you are part of the learning experience and to help us guide you to the appropriate help. You can consult this link for further guidance.
â Shaun
Aug 26 at 20:36
Place the origin at the center of the board and use the distance formula to determine the ring in which the dart has landed.
â John Douma
Aug 26 at 21:03
Why not try a more human-friendly project like this one. $ddotsmile$.
â Rob Arthan
Aug 26 at 23:05
add a comment |Â
You'll find that simple "Here's the statement of my exercise, solve it for me" posts will be poorly received. What is better is for you to add context (with an edit): What you understand about the problem, what you've tried so far, etc.; something both to show you are part of the learning experience and to help us guide you to the appropriate help. You can consult this link for further guidance.
â Shaun
Aug 26 at 20:36
Place the origin at the center of the board and use the distance formula to determine the ring in which the dart has landed.
â John Douma
Aug 26 at 21:03
Why not try a more human-friendly project like this one. $ddotsmile$.
â Rob Arthan
Aug 26 at 23:05
You'll find that simple "Here's the statement of my exercise, solve it for me" posts will be poorly received. What is better is for you to add context (with an edit): What you understand about the problem, what you've tried so far, etc.; something both to show you are part of the learning experience and to help us guide you to the appropriate help. You can consult this link for further guidance.
â Shaun
Aug 26 at 20:36
You'll find that simple "Here's the statement of my exercise, solve it for me" posts will be poorly received. What is better is for you to add context (with an edit): What you understand about the problem, what you've tried so far, etc.; something both to show you are part of the learning experience and to help us guide you to the appropriate help. You can consult this link for further guidance.
â Shaun
Aug 26 at 20:36
Place the origin at the center of the board and use the distance formula to determine the ring in which the dart has landed.
â John Douma
Aug 26 at 21:03
Place the origin at the center of the board and use the distance formula to determine the ring in which the dart has landed.
â John Douma
Aug 26 at 21:03
Why not try a more human-friendly project like this one. $ddotsmile$.
â Rob Arthan
Aug 26 at 23:05
Why not try a more human-friendly project like this one. $ddotsmile$.
â Rob Arthan
Aug 26 at 23:05
add a comment |Â
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You'll find that simple "Here's the statement of my exercise, solve it for me" posts will be poorly received. What is better is for you to add context (with an edit): What you understand about the problem, what you've tried so far, etc.; something both to show you are part of the learning experience and to help us guide you to the appropriate help. You can consult this link for further guidance.
â Shaun
Aug 26 at 20:36
Place the origin at the center of the board and use the distance formula to determine the ring in which the dart has landed.
â John Douma
Aug 26 at 21:03
Why not try a more human-friendly project like this one. $ddotsmile$.
â Rob Arthan
Aug 26 at 23:05