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Gunn’s Derivatives

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Derivatives 7 2 Exif ✗ at 2X f' (1) = =1 ✗ ,¥msecו^mtm=2 = f- ( x) ' = Mtan ✗ Msec 42 = ✗ - Y 2# = % y=fC✗) ✗ 2--1.1 1--0.9 24 ) = 1.12-0.92 ' = g- Xp 1.1 0.9 - 1.21 0.81 - = 0.2 EX 2 > fix )=✗ at ✗ = ) = ¥ 2 = f- ( x ) 3×2 ' = f- ' (2) 312 = ] 12 = MTan= " ✗ , = Ngee 1.9 / 2- Y ' = ✗ msec # ✗ 2=2.1 2- ✗ 9.261 = ' = 2.13 > - E=✗4 f- ( x ) ' I 2.1 - 6.859 - = 4×5 -13×4+9×-7 = 20×4+12×3 -19 1.9 1.9 = 12.01 f- ( X ) 1- (4) 2×5-15×3 -13×2+4 = 0.2 msec = 72.01 # f- IX ) 10×4-1 15×2+6 ✗ ' = 701274+151272+6127 ' f- (2) E¥3 f( × ) f.( X ) = = ✗ 3 3×2-1 -17×2-8×+6 14×-8 = ' f (2) = 160-160-112 f- 127=220-112 ' f' (2) : 232 # at ✗ =z E¥6 fix) E¥1O ¥ : fix) " f- ( X ) ' × = fix ) -1×-1-1 = = IX - ...
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