I’m so sorry, can someone please explain to me what these c0,c1,c2, etc are in the response I just received from you guys? I’ll send my original question and the response. I have just never seen that before! I super appreciate you guys! I was just getting stuck on using Euler’s identity to find the quadruple angles for sine and cos. Thanks! This relateSCortesian Coordinates by giving us the rcos (6) which = Xand risin (6) which =in polar torm and r= thedistance from the originC) Find andCosine using Euler's I dentity. That is, find formulas for cos (40)and sin (46) in terms of cos (6) and sin (6).provethe sine quadruple - angle identities for sine &(e)".+isino)%3D2.?. 2Cos'6 + 4 cos 6 i sino + 6cosi sino +lcose i sin'o + i'sin"s: (OS e(os"6 + 4 cos'oi sino-bos 6 Sino -4 cosoi sin'o+ sin"o(cos'6 - 6cos 6 Sin'o + sin's) + i (4cos'6 Sino -4coso sin's)6 +9 9:53b)eiluo)4-1co10) = "C. (coso) ismi@"+ "c, ccoso) (ismio) +4-24-3++ 4cos>8 (isonio)+ 1. cos"@. (i-; i-isisinuo)+ 4ism@ cos + cos"Ofos 40) = (sui" e + cos" - GcasO Sm o)+i (4sni@coso -i'sinuo)وهعه با+ i 4sino cos O (coso - Sm )(1-811-cos*o ) cost) + i 4 smi@ cos Ô (1-2 *0)(Fros"0 - 8asto +1) +& cos" 0 - 8 coso + )cos 40Ami 40(?

Name: I’m so sorry, can someone please explain to me what these c0,c1,c2, et
Uploaded: 2024-03-20T06:46:55.000Z
Channel: Bartleby
Description: I’m so sorry, can someone please explain to me what these c0,c1,c2, etc are in the response I just received from you guys? I’ll send my original question and the response. I have just never seen that before! I super appreciate you guys! I was just ge