[10000印刷√] ƒXƒk[ƒs[ ƒlƒNƒ^ƒC ƒvƒŒƒ[ƒ“ƒg 271264

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4ZUD_A 375 V D T A M p it i C I A Y F N N C L N P L F Y 397 Escherichia coli Q6SW98 284 R R T I G t ls r L V P H L H C L I N P I L Y 306 Human herpesvirus 5 strain Merlin P 280 H D Q L I sv T Y T V I T P L L N P V V Y 300 human P 273 L T K A I tv L N T I V T P V L N P F I Y 293 Norway rat P 270 Q G K F I sl F Y S V V T= λ X∞ k=1 λ λk−1 (k −1)!Problem 3 Let f 0,1) !R be defined as f (x) ˘ 0 if 0 • x • 1/2 and f (x) ˘ 1 if 1/2 •x ˙1 Show that the function F(x) ˘ Z x 0 f (t)dt, defined for 0 •x ˙1, is differentiable for x 6˘1/2 and is not differentiable for x ˘1/2 Solution f is continuous except at x ˘1/2 By Theorem 6, this means that F is differen tiable everywhere except possibly at x ˘1/2, and F0(x

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