Y YourDentition Full Member 10+ Year Member Joined Feb 6, 2009 Messages 42 Reaction score 0 Aug 3, 2009 #1 Members do not see this ad. Is there a quick way to solve this? Thanks a lot!
mashimlro Full Member 15+ Year Member Joined Jun 30, 2007 Messages 92 Reaction score 0 Aug 3, 2009 #2 Pi=180 degree, so plug in; then you get cos 27270. 360 * 75 (circle/rotate 75 times, u know "all, sin, tan, cos graph, right?") = 27000 so, cos 27270 = cos (27270-27000) = cos 270 cos 270 (like cos 90) = 0 I hope it helps 😀 Upvote 0 Downvote
Pi=180 degree, so plug in; then you get cos 27270. 360 * 75 (circle/rotate 75 times, u know "all, sin, tan, cos graph, right?") = 27000 so, cos 27270 = cos (27270-27000) = cos 270 cos 270 (like cos 90) = 0 I hope it helps 😀
M Murl Full Member 10+ Year Member 15+ Year Member Joined Jan 16, 2008 Messages 212 Reaction score 1 Aug 3, 2009 #3 Did you upgrade and get the videos where the guy shows how to do the problems? Upvote 0 Downvote
Naijaba Full Member 15+ Year Member Joined Apr 2, 2007 Messages 1,060 Reaction score 118 Aug 3, 2009 #4 Cosine is a periodic function with a period of 2pi. cos(pi + 301pi/2) = cos(pi + pi/2 + 300pi/2) = cos(pi + pi/2 + 150pi) = cos(pi + pi/2 + 2pi*75) Here's where we apply the identity that cos(x + 2pi*n) = cos(x) if n is an integer: cos(pi + pi/2 + 2pi*75) = cos(pi + pi/2) = cos(3pi/2) cos(3pi/2) = 0 if you remember the unit circle from trigonometry. Upvote 0 Downvote
Cosine is a periodic function with a period of 2pi. cos(pi + 301pi/2) = cos(pi + pi/2 + 300pi/2) = cos(pi + pi/2 + 150pi) = cos(pi + pi/2 + 2pi*75) Here's where we apply the identity that cos(x + 2pi*n) = cos(x) if n is an integer: cos(pi + pi/2 + 2pi*75) = cos(pi + pi/2) = cos(3pi/2) cos(3pi/2) = 0 if you remember the unit circle from trigonometry.