A Aganack1 Senior member May 16, 2002 331 0 0 May 5, 2004 #1 So anyone know how i can convert this equation(r=cos(3Ø)) into a cartesian eqation?
H Heisenberg Lifer Dec 21, 2001 10,621 1 0 May 5, 2004 #3 Here's a hint: cos(3t) = 4*cos(t)^3 ?3*cos(t).
B bigalt Golden Member Oct 12, 2000 1,525 0 0 May 5, 2004 #4 it's easier to figure out how to do it the other way, and then invert it. if you were given an x and a y value, how would you express the distance of that in terms of r and theta?
it's easier to figure out how to do it the other way, and then invert it. if you were given an x and a y value, how would you express the distance of that in terms of r and theta?
S simms Diamond Member Sep 21, 2001 8,211 0 0 May 5, 2004 #6 I hate polar coordinates. That was the worst part of Calculus II.
T Trevelyan Diamond Member Dec 10, 2000 4,077 0 71 May 5, 2004 #7 All you need to know: r^2 = x^2 + y^2 x=rcos(theta) y=rsin(theta)
DrPizza Administrator Elite Member Goat Whisperer Mar 5, 2001 49,601 167 111 www.slatebrookfarm.com May 5, 2004 #8 Originally posted by: simms I hate polar coordinates. That was the worst part of Calculus II. Click to expand... I always forget that they're part of calc II, I teach polar coordinates in pre-calc so I can do more in calculus.
Originally posted by: simms I hate polar coordinates. That was the worst part of Calculus II. Click to expand... I always forget that they're part of calc II, I teach polar coordinates in pre-calc so I can do more in calculus.
NuclearNed Raconteur May 18, 2001 7,882 380 126 May 5, 2004 #9 Originally posted by: simms I hate polar coordinates. That was the worst part of Calculus II. Click to expand... I love polar coordinates. I taught an hour-long university seminar on the topic.
Originally posted by: simms I hate polar coordinates. That was the worst part of Calculus II. Click to expand... I love polar coordinates. I taught an hour-long university seminar on the topic.
hdeck Lifer Sep 26, 2002 14,530 1 0 May 5, 2004 #10 i learned polar coordinates in pre-cal...so long ago trevelyan answered the question the best.