MATH 205      Applied Calculus

S. Tan. 5th Edition

                        HOMEWORK 

p. 379 – 382:               Sect. 5.1. Exponential functions. Odd ones from 1 to 39
p. 389 – 390:               Sect. 5.2. Logarithmic functions. Odd ones from 1 to 47
p. 56 – 57:                   Review of Chapter 1. Odd ones from 1 to 49
p. 70 – 72:                   Sect. 2.1. Functions. Odd ones from 1 to 57
p. 127 – 129:               Sect. 2.4. Limits. Odd ones from 1 to 67
p. 169 – 173:               Sect. 2.6. Derivatives. Odd ones from 1 to 43
p. 191 – 195:               Sect. 3.1. Rules of derivatives. Odd ones from 1 to 55
p. 205 – 206:               Sect. 3.2. Product and quotient rules. Odd ones from 1 to 51
p. 220 – 221:               Sect. 3.3. Chain rule. Odd ones from 1 to 65
p. 292 – 295:               Sect. 4.1. Applications of the first derivatives. Odd ones from 1 to 77
p. 313 – 317:               Sect. 4.2. Applications of the second derivatives. Odd ones from 1 to 75
p. 331 – 333:               Sect. 4.3. Curve sketching. Odd ones from 1 to 43
p. 350 – 353:               Sect. 4.4. Optimization I. Odd ones from 1 to 57
p. 365 – 367:               Sect. 4.5. Optimization II. Odd ones from 1 to 19
p. 411 – 413:               Sect. 5.4. Derivatives of exponential functions. Odd ones from 1 to 59
p. 423 – 423:               Sect. 5.5. Derivatives of logarithmic functions. Odd ones from 1 to 59
p. 433 – 434:               Sect. 5.6. Models using exponential functions. Odd ones from 1 to 11
p. 450 – 451:               Sect. 6.1. Antiderivatives. Odd ones from 1 to 63
p. 486 – 487:               Sect. 6.4. The fundamental theorem of calculus. Odd ones from 1 to 43