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LIMITS AND DERIVATIVES 235 Proof We know that sin (– x) =... |
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236 MATHEMATICS Further, sincelim cos x = 1, we see that ... |
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LIMITS AND DERIVATIVES 237 sin x sin x 1 (ii)Wehave lim t... |
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238 MATHEMATICS sin(π − x) cosx cos2x−1 15. x→π 16. lim 1... |
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LIMITS AND DERIVATIVES 239 29. Let a 1 a2, . . .nbe fixed... |
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240 MATHEMATICS Definition 1 Suppose f is a real valued f... |
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LIMITS AND DERIVATIVES 241 2 = lim 2h +3h = lim(2h+3 =)2 ... |
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242 MATHEMATICS f ( + h ) f ( ) We know that f ( ) = lim ... |
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LIMITS AND DERIVATIVES 243 lim10(x + h)−10 ( ) = h→0 h 10... |
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244 MATHEMATICS 12.5.1 Algebra of derivative of functions... |
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LIMITS AND DERIVATIVES 245 ′ u v −uv′ = 2 v N... |
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288 MATHEMATICS The theoretical development of statistics... |
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