微积分题解 上 第2版PDF电子书下载

第一章 Introduction and The concepts of integral calculus 1

(原书P28 chap.I，Sec.3.12) 1

(原书P36 chap.I，Sec.4.4) 3

(原书P40 chap.I，Sec.4.7) 4

(原书P45 chap.I，Sec.4.10) 6

(原书P56 chap.1，Sec.1.5) 16

(原书P63 chap.1，Sec.1.11) 18

(原书P70 chap.1，Sec.1.15) 25

(原书P83 chap.1，Sec.1.26) 31

第二章 Some applications of integration 37

(原书P94 Sec.2.4) 37

(原书P104 Sec.2.8) 41

(原书P110 Sec.2.11) 50

(原书P114 Sec.2.13) 53

(原书P116 Sec.2.15) 57

(原书P119 Sec.2.17) 58

(原书P124 Sec.2.19) 66

第三章 Continuous functions 75

(原书P138 Sec.3.6) 75

(原书P142 Sec.3.8) 82

(原书P145 Sec.3.11) 84

(原书P149 Sec.3.15) 86

(原书P155 Sec.3.20) 87

(原书P167 Sec.4.6) 93

第四章 Differential calculus 93

(原书P173 Sec.4.9) 102

(原书P179 Sec.4.12) 110

(原书P186 Sec.4.15) 125

(原书P194 Sec.4.21) 131

(原书P201 Sec.4.23) 144

第五章 The relation between integration and differentiation 147

(原书P208 Sec.5.5) 147

(原书P216 Sec.5.8) 159

(原书P220 Sec.5.10) 165

(原书P222 Sec.5.11) 180

(原书P236 Sec.6.9) 209

第六章 The logarithm，the exponential，and the inverse trigonometric functions 209

(原书P248 Sec.6.17) 223

(原书P251 Sec.6.19) 239

(原书P256 Sec.6.22) 247

(原书P267 Sec.6.25) 269

(原书P268 Sec.6.26) 288

第七章 Polynomi al approximati ons to funct ions 319

(原书P284 Sec.7.8) 319

(原书P290 Sec.7.11) 325

(原书P295 Sec.7.13) 342

(原书P303 Sec.7.17) 353