Casio fx-5800P Bedienungsanleitung

fx-5800P TilläggSupplement Suplemento Ergänzung Supplemento J E S G I Sw K Ch Ckhttp://edu.casio.jp/http://world.casio.com/edu/付録

– 9 –Px= (0 < k < N, 0 < n < N)kCx · N – k C n – xNCnsin ic = (1 < n12) 1n125556 Ve = BR ( , B, R > 0) υυ

– 10 –63x =n – mnX3 – mX1 + Y1 – Y3y = m (x – X1) + Y1 )(m = X2 – X1Y2 – Y1n = X4 – X3Y4 – Y364x =n – mnX3 – mX1 + Y1 – Y3y = m (x – X1) + Y1 )(m = X2

– 11 –F = iBRsin θ (R> 0, 0˚<   < 90˚)θ7374T= m2 = R2 (m > 0, B > 0, R > 0)1212mq2B2υ75R1 = Z0

– 12 –Ap [dB] = 10 log10 [d B] (P2 / P1 > 0) 83C = Sdε (S, d > 0)84d = ax1 + by1 + c a2 + b2 (a,

– 13 –VR = V· e – 9392S =2(X1 – X2) (Y3 – Y1) + (X1 – X3) (Y4 – Y2) + (X1 – X4) (Y1 – Y3)94Z =12 f CπR2 +( )=12C2R2 +ω (R, f

– 14 –( )S = rR (r,R> 0) 12101ZR = R, ZX = 2 f L – π12 f Cπ(R, f, L, C, Z > 0)102IACLSRlIA = 2sin–12RlS =

– 15 –110T = 2 (R> 0)πRg111RAa0sin Aa= 2R( )0˚< A < 180˚R > 0112[ ]a = 2Rsin Asin Aa= 2R[

– 16 –S = 12 + 22 + ······ + n2 = n (n + 1)(2n + 1)16S = KRcos2 + C cosααh = KRsin2 + C sin12αS = (a + b) h (a, b, h > 0)

SA0606-A Printed in ChinaCASIO COMPUTER CO., LTD.6-2, Hon-machi 1-chomeShibuya-ku, Tokyo 151-8543, Japan

– 1 –1-1mp1.67262171×10–27 kg3-51-2mn1.67492728×10–27 kg3-6F96485.3383 C mol –11-3me9.1093826×10–31 kg3-7e1.60217653×10–19 C 1-4m 1.8835314×10–28 kg

– 2 –#02a =nΣyi – a.Σxib =n.Σxi2 – (Σxi)2 n.Σxiyi – Σxi.Σyir ={n.Σxi2 – (Σxi)2}{n.Σyi2 – (Σyi)2} n.Σxiyi – Σxi.Σyimy – ba=n = ax + b#03nΣyic =

– 3 –a = exp( )nΣlnyi – lnb.Σxib = exp( )n.Σxi2 – (Σxi)2 n.Σxilnyi – Σxi.Σlnyir ={n.Σxi

– 4 –b =Sxx Sxy r =Sxx.SyySxySxx = Σ (xi–1)2 – Syy = Σyi2–Sxy = Σ(xi–1)yi – n(Σxi–1)2nΣxi–1.Σyin(Σyi)2a =nΣyi – b.Σxi–1#08m = y – abn = a

– 5 –6789[(xp, yp)→(Xp, Yp)] Xp = (xp–x0)cos + (yp–y0)sinYp = (yp–y0)cos – (xp–x0)sinαα101112= (M, T > 0)3RTM[ + + Z = Const.]Pγ

– 6 –14151617181920η=T1 – T2T1( T1 G 0)F = mr 2ω(m, r, > 0)ωF = m rS0 = rR π (r,R> 0)V = r2h (r, h > 0) 13πS0

– 7 –XP = Rcos + XAαYP = Rsin + YAα29R1= R4R5 + R5R6 + R6R4R5R2= R4R5 + R5R6 + R6R4R6R3= R4R5 + R5R6 + R6R4R4(R4, R5, R6 > 0)30R4=

– 8 –υW = CV2 12W =12CQ2(C > 0)Up= kx2(k, x > 0)12= 0t + υSgt2 (t > 0)1237Pol(XB – XA, YB – YA)38f = f0υυ–0 – u()υGυ0,