2nd Point of Sector that lies on Circle on a 2D coordinate plane?
Clash Royale CLAN TAG#URR8PPP
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Hey can anyone help in finding the second coordinate of sector that lies on circle.
I have a circle of radius 10 units, centred at (0,0). I am parting a sector of angle theta(sector can be minor or major). I have coordinate of First points of sector that lie on circle wanna find other points.
How to achieve that?
circle coordinate-systems plane-geometry
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up vote
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down vote
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Hey can anyone help in finding the second coordinate of sector that lies on circle.
I have a circle of radius 10 units, centred at (0,0). I am parting a sector of angle theta(sector can be minor or major). I have coordinate of First points of sector that lie on circle wanna find other points.
How to achieve that?
circle coordinate-systems plane-geometry
Please recall that if the OP is solved you can evaluate to accept an answer among the given, more details here meta.stackexchange.com/questions/5234/…
– gimusi
yesterday
add a comment |Â
up vote
0
down vote
favorite
up vote
0
down vote
favorite
Hey can anyone help in finding the second coordinate of sector that lies on circle.
I have a circle of radius 10 units, centred at (0,0). I am parting a sector of angle theta(sector can be minor or major). I have coordinate of First points of sector that lie on circle wanna find other points.
How to achieve that?
circle coordinate-systems plane-geometry
Hey can anyone help in finding the second coordinate of sector that lies on circle.
I have a circle of radius 10 units, centred at (0,0). I am parting a sector of angle theta(sector can be minor or major). I have coordinate of First points of sector that lie on circle wanna find other points.
How to achieve that?
circle coordinate-systems plane-geometry
edited Jul 26 at 8:17


José Carlos Santos
113k1696174
113k1696174
asked Jul 26 at 8:10
NMahendroo
1
1
Please recall that if the OP is solved you can evaluate to accept an answer among the given, more details here meta.stackexchange.com/questions/5234/…
– gimusi
yesterday
add a comment |Â
Please recall that if the OP is solved you can evaluate to accept an answer among the given, more details here meta.stackexchange.com/questions/5234/…
– gimusi
yesterday
Please recall that if the OP is solved you can evaluate to accept an answer among the given, more details here meta.stackexchange.com/questions/5234/…
– gimusi
yesterday
Please recall that if the OP is solved you can evaluate to accept an answer among the given, more details here meta.stackexchange.com/questions/5234/…
– gimusi
yesterday
add a comment |Â
1 Answer
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oldest
votes
up vote
0
down vote
Let use polar coordinates, then
- $x=Rsin theta$
- $y=Rcos theta$
indeed for
$theta=0$ we have the point $(0,R)$
$theta=pi/2$ we have the point $(R,0)$
and so on.
Thanks for the fast reply, it helped me.
– NMahendroo
Jul 26 at 11:20
add a comment |Â
1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
up vote
0
down vote
Let use polar coordinates, then
- $x=Rsin theta$
- $y=Rcos theta$
indeed for
$theta=0$ we have the point $(0,R)$
$theta=pi/2$ we have the point $(R,0)$
and so on.
Thanks for the fast reply, it helped me.
– NMahendroo
Jul 26 at 11:20
add a comment |Â
up vote
0
down vote
Let use polar coordinates, then
- $x=Rsin theta$
- $y=Rcos theta$
indeed for
$theta=0$ we have the point $(0,R)$
$theta=pi/2$ we have the point $(R,0)$
and so on.
Thanks for the fast reply, it helped me.
– NMahendroo
Jul 26 at 11:20
add a comment |Â
up vote
0
down vote
up vote
0
down vote
Let use polar coordinates, then
- $x=Rsin theta$
- $y=Rcos theta$
indeed for
$theta=0$ we have the point $(0,R)$
$theta=pi/2$ we have the point $(R,0)$
and so on.
Let use polar coordinates, then
- $x=Rsin theta$
- $y=Rcos theta$
indeed for
$theta=0$ we have the point $(0,R)$
$theta=pi/2$ we have the point $(R,0)$
and so on.
answered Jul 26 at 8:13
gimusi
65k73583
65k73583
Thanks for the fast reply, it helped me.
– NMahendroo
Jul 26 at 11:20
add a comment |Â
Thanks for the fast reply, it helped me.
– NMahendroo
Jul 26 at 11:20
Thanks for the fast reply, it helped me.
– NMahendroo
Jul 26 at 11:20
Thanks for the fast reply, it helped me.
– NMahendroo
Jul 26 at 11:20
add a comment |Â
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Please recall that if the OP is solved you can evaluate to accept an answer among the given, more details here meta.stackexchange.com/questions/5234/…
– gimusi
yesterday