Sin(x–18°)怎么变成sin(18°-x) sin(x+27°)cos(18°-x)-sin(63°-x...
YSin(x\u201318\u00b0)\u600e\u4e48\u53d8\u6210sin(18\u00b0-x)sin(x)\u662f\u5947\u51fd\u6570\uff0c\u6240\u4ee5 y\u00d7sin(x\u201318\u00b0)\uff1d-y\u00d7sin(18\u00b0-x)
sin(x-27\u00b0)cos(18\u00b0-x)-sin(\u301063\u00b0\u3011-x)sin(x-18\u00b0)
=sin(x+27\u00b0)cos(18\u00b0-x)+cos(90\u00b0-\u301063\u00b0-x\u3011)sin(18\u00b0-x)
=sin(x+27\u00b0)cos(18\u00b0-x)+cos(90\u00b0-63\u00b0+x)sin(18\u00b0-x)
=sin(x+27\u00b0)cos(18\u00b0-x)+cos(27\u00b0+x)sin(18\u00b0-x)
=sin45\u00b0
=\u221a2/2
sin(x-18°)=sin[-(18°-x)]=-sin(18°-x)
绛旓細sin(伪鈥尾)鎺ㄥ锛氳伪锛屛叉槸閿愯锛屼綔鐩村緞AB=1鐨勫渾O锛孋锛孌鏄綅浜嶢B涓や晶鐨勫渾鍛ㄤ笂鐨勪袱鐐癸紝杩炵粨CD锛岀敱鎵樺嫆瀵嗗畾鐞嗗緱锛孋D?AB=BC?AD锛婣C?BD銆傛寮︼紙sine锛夛紝鏁板鏈锛屽湪鐩磋涓夎褰腑锛屼换鎰忎竴閿愯鈭燗鐨勫杈逛笌鏂滆竟鐨勬瘮鍙仛鈭燗鐨勬寮︼紝璁颁綔sinA锛堢敱鑻辫sine涓璇嶇畝鍐欏緱鏉ワ級锛屽嵆sinA=鈭燗鐨勫杈/鏂滆竟銆
绛旓細鏍逛笌绯绘暟鐨勫叧绯 X1+X2=-b/a X1*X2=c/a 娉:闊﹁揪瀹氱悊 鍒ゅ埆寮 b2-4a=0 娉:鏂圭▼鏈夌浉绛夌殑涓ゅ疄鏍 b2-4ac>0 娉:鏂圭▼鏈変竴涓疄鏍 b2-4ac<0 娉:鏂圭▼鏈夊叡杞鏁版牴 涓夎鍑芥暟鍏紡 涓よ鍜屽叕寮 sin(A+B)=sinAcosB+cosAsinB sin(A-B)=sinAcosB-sinBcosA cos(A+B)=cosAcosB-sinAsinB cos(A-B)=...
绛旓細sin(x鈥斿厐)=-sinx
绛旓細(1/6)*x^3
绛旓細1銆佽繖鏄笁瑙掑嚱鏁扮殑鍜屽樊鍖栫Н鍏紡銆2銆佹渶濂芥槸鎸変互涓婅В绛斿緱鍒版渶绠绛旀锛屽鏋滀笉杞崲涔熷彲浠ワ紝鍙槸娌℃湁鍖栧埌鏈绠銆傝繖涓瓟妗堜綘杩樻弧鎰忓悧锛熷笇鏈涜兘甯埌浣犮
绛旓細涓嶅瓨鍦╨g(-4)锛岀湡鏁板繀椤诲ぇ浜0锛sin(-x)=-sinx cos(-x)=cosx
绛旓細lim(x鈥>0){1+1/2(x^2)-(1+x^2)^(1/2)}/{(cosx-e^(x^2))sin(x^2)} 棣栧厛鍒嗗瓙涓殑(1+x^2)^(1/2)杩欎竴椤归渶瑕佽繘琛屽睍寮锛岀敱浜庡垎瀛愪腑杩樻湁1+1/2(x^2)杩欎竴椤癸紝鎵浠ヤ綘鍙渶瑕佹妸浠栧睍寮鍒皒鐨4娆¢」灏卞彲浠ヤ簡銆傝繖涔熷氨鏄垜鍓嶉潰鎵璁茬殑灞曞紑鍒扮郴鏁颁笉涓洪浂鐨勯偅涓椤瑰嚭鐜颁负姝 鐒跺悗锛岀敱浜...
绛旓細cos锛埾/2+伪锛=锛峴in伪锛宑os锛埾/2锛嵨憋級=sin伪锛宻in锛埾+伪锛= 鈥攕in伪锛宑os锛坸-70掳锛=cos锛90掳-锛160掳-x锛锛=sin锛160掳-x锛=sin锛180掳+锛-20掳锛+x锛=-sin锛坸-20掳锛
绛旓細sinx2蟺cosx2蟺tanx浠绘剰瀹炴暟蟺cotx浠绘剰瀹炴暟蟺secx鎴2蟺cscx鎴2蟺姝d綑寮﹀瑙掑叕寮忚伪,尾涓轰换鎰忎簩瑙,鍒欏拰瑙掔殑浣欏鸡鍏紡宸鐨勪綑寮﹀叕寮忓拰瑙掔殑姝e鸡鍏紡宸鐨勬寮﹀叕寮 姝e垏澶嶈鍏紡鍜岃鐨勬鍒囧叕寮忓樊瑙掔殑姝e垏鍏紡涓ゅ嶈鍏紡(1)(2)(3)涓夎褰㈢殑闈㈢Н鍏紡鍦ㄢ柍ABC涓,鑻ヤ互a,b,c鍒嗗埆浠h〃鐨勫搴旇竟,琛ㄢ柍ABC鐨勯潰绉,...
绛旓細lim(x鈫4)sin(x鈥4)/(x^2鈥2x鈥8)= lim(x鈫4)sin(x鈥4)/[(x-2)(x鈥4)]= lim(x鈫4)[sin(x鈥4)/(x鈥4)]*lim(x鈫4)[1/(x-2)]= 1/2