# Early Transcendental Functions (Smith-Minton), 3rd Edition

### Mathematica Insights

“Mathematica Insights,” which correspond to Calculus: Early Transcendental Functions, 3e by Robert Smith and Roland Minton, are a series of assignments designed to help students achieve two goals:

• Through the use of Mathematica,® the student will gain valuable insights into the text material that can be difficult to obtain without the computer.
• The student will learn how to use Mathematica to carry out many symbolic and graphical operations of calculus.

Mathematica_3e_To_the_Student (13.0K)

Some_Commonly_Used_Mathematica_Commands (36.0K)

Assignment 1: Expressions and Functions (0.1)
Mathematica_ET_Assignment_1 (36.0K)
Assignment 2: Graphing Functions (0.2)
Mathematica_ET_Assignment_2 (40.0K)
Assignment 3: Solving Equations (0.1, 0.2)
Mathematica_ET_Assignment_3 (40.0K)
Assignment 4: Trigonometry and Exponentials (0.4, 0.5)
Mathematica_ET_Assignment_4 (43.0K)
Assignment 5: Limits, Part I (1.2)
Mathematica_ET_Assignment_5 (42.0K)
Assignment 6: Limits, Part II (1.5)
Mathematica_ET_Assignment_6 (40.0K)
Assignment 7: Limits, Part III (1.7)
Mathematica_ET_Assignment_7 (47.0K)
Assignment 8: Derivatives of Explicit Functions (2.1 through 2.9)
Mathematica_ET_Assignment_8 (40.0K)
Assignment 9: Implicit Differentiation (2.8)
Mathematica_ET_Assignment_9 (41.0K)
Assignment 10: Newton’s Method (3.1)
Mathematica_ET_Assignment_10 (45.0K)
Assignment 11: Curve Sketching (3.6)
Mathematica_ET_Assignment_11 (39.0K)
Assignment 12: Integration and Riemann Sums (4.1, 4.2, 4.3, 4.4)
Mathematica_ET_Assignment_12 (41.0K)
Assignment 13: Numerical Integration (4.7)
Mathematica_ET_Assignment_13 (41.0K)
Assignment 14: Solids of Revolution (5.1, 5.2, 5.3, 5.4)
Mathematica_ET_Assignment_14 (47.0K)
Assignment 15: Probability (5.7)
Mathematica_ET_Assignment_15 (32.0K)
Assignment 16: Integration Techniques (6.1 through 6.6)
Mathematica_ET_Assignment_16 (33.0K)
Assignment 17: Improper Integrals (6.6)
Mathematica_ET_Assignment_17 (40.0K)
Assignment 18: Separable Differential Equations (7.2)
Mathematica_ET_Assignment_18 (39.0K)
Assignment 19: Euler’s Method (7.3)
Mathematica_ET_Assignment_19 (42.0K)
Assignment 20: Infinite Series (8.2 through 8.7)
Mathematica_ET_Assignment_20 (44.0K)
Assignment 21: Fourier Series (8.9)
Mathematica_ET_Assignment_21 (38.0K)
Assignment 22: Parametric Equations (9.1, 9.2, 9.3)
Mathematica_ET_Assignment_22 (38.0K)
Assignment 23: Polar Cöordinates (9.4, 9.5, 9.6, 9.7)
Mathematica_ET_Assignment_23 (41.0K)
Assignment 24: Vectors (10.1 through 10.5)
Mathematica_ET_Assignment_24 (34.0K)
Assignment 25: Vector–Valued Functions, Part I (11.1, 11.2, 11.3)
Mathematica_ET_Assignment_25 (44.0K)
Assignment 26: Vector–Valued Functions, Part II (11.1, 11.2, 11.3, 11.4)
Mathematica_ET_Assignment_26 (39.0K)
Assignment 27: Functions of Two Variables (12.1, 12.2)
Mathematica_ET_Assignment_27 (36.0K)
Assignment 28: Partial Derivatives (12.3 through 12.7)
Mathematica_ET_Assignment_28 (38.0K)
Assignment 29: Double Integrals (13.1, 13.2, 13.3)
Mathematica_ET_Assignment_29 (45.0K)
Assignment 30: Triple Integrals (13.4, 13.5, 13.6, 13.7)
Mathematica_ET_Assignment_30 (45.0K)
Assignment 31: Vector Fields in the Plane (14.1, 14.2, 14.3, 14.4)
Mathematica_ET_Assignment_31 (39.0K)
Assignment 32: Vector Fields in Space (14.6, 14.7, 14.8)
Mathematica_ET_Assignment_32 (43.0K)

Prepared by: David Calvis.