**Math 171-07: Calculus 1 (Lab)
Spring 2015**

Tuesdays:
1:25 pm - 2:40 pm in Neill 101W

Thursdays: 1:25 pm - 2:40 pm in Daggy 232

**TA****:** Patrick Torres

**Office:** Neill 224

**Office Hours:** 10:00 am - 11:00 am in Cleveland 130 (Mondays
& Wednesdays), 10:30 am - 11:30 am in Neill 224 (Tuesdays
& Thursdays)

**Email:** ptorres@math.wsu.edu

Announcements:

**Monday**: 9:00 am to 11:00 am and 1:00 pm to 4:00 pm.**Tuesday**: 9:00 am to 5:00 pm. I might be in and out of my office on this day, but I will stick a note on my door if I step out.

Handouts:

- Lab Syllabus
- Success
Tips for Math Courses

- Common Algebra Errors
- Special Product and Factoring Formulas
- Properties
of Exponents and Radicals

- Properties of Logarithms
- Precalculus Review
- Unit Circle

Homework #10 (Due: Thursday, April 30)

- Section 4.7: #81, 109

Lab Activities

- Activity 1: An Introduction to Limits
- Activity 2: Practice with Limits
- Activity 3: Infinite Limits & Limits at Infinity
- Activity 4: Introducing
the Derivative (Solutions)

- Activity 5: Working
with Derivatives (Solutions)

- Activity 6: Differentiation Rules
- Activity 7: Trig
Limits & Derivatives of Trig Functions (Solutions)

- Activity 8: The
Chain Rule & Implicit Differentiation (Solutions)

- Activity 9: Implicit and Logarithmic Differentiation (Solutions)
- Activity 10: Related Rates
- Activity 11: Practice
with Riemann Sums

- Activity 12: Definite
Integrals and the Fundamental Theorem of Calculus (Solutions)

- Activity 13: The Substitution Rule
- Activity 14: Maxima and Minima (Solutions)
- Activity 15: What
Derivatives Tell Us (Solutions)

- Activity 16: Optimization (Solutions)
- Activity 17: Optimization & The Mean Value Theorem (Solutions)
- Activity 18: L'Hopital's
Rule (Solutions)

Quizzes

- Quiz #1 (Solutions)
- Quiz #2 (Solutions)
- Quiz #3 (Solutions)
- Quiz #4 (Solutions)
- Quiz #5 (Solutions)
- Quiz #6 (Solutions)
- Quiz #7 (Solutions)
- Quiz
#8 (Solutions)

Notes:

- Limits at Infinity of Rational Functions
- Implicit Differentiation
- Derivatives of Logarithmic and Exponential Functions
- Derivatives of Inverse Trigonometric Functions
- Related Rates
- Linear
Approximation

- Differentials and Newton's Method
- Newton's
Method (continued)

- Antiderivatives