Semester+1+Review

=**Exam Review - 1st Semester**=

Graph of F(x) by Michael White
1. Lim f(x)= x->-5+ 2. Lim f(x)= x->-2- 3. Lim f(x)= x->-2+ 4. Lim f(x)= x->2 5. f(3)=



8. What types of discontinuities are present in the function? Where do they occur?
 * 1) 6-8 by Katie



__** Caylin McCubbin Start **__

LIMITS OF FUNCTIONS AS X APPROACHES A CONSTANT
> lim __x^3 - 3x__ x -> 0 x^3

> lim __x^3+6x^2+12x+8__ x -> 3 x^2+9x+14

//*click file below for key*//

Limits & a Graph
//*click file below for graph and problems*//

//*click file below for graph and problems key*//

__** Troy Askew: Unit 1 Review **__
 * __ Caylin McCubbin Finish __**
 * Questions: **
 * Answer Key: **


 * Unit 2: Derivatives**


 * [[file:Unit 2 FRQ.pdf]]Bailey Mann**
 * [[file:FRQ Key.pdf]]Bailey Mann**


 * [[file:Unit 2.docx]]Emily Sullivan**
 * [[file:Unit 2 Key.docx]]Emily Sullivan**
 * [[file:kendmath.pdf]]Multipul choice and a few free response problems. Key at the bottom of the page. Kendalyn Moulder**


 * Unit 3: Applications of Derivatives**


 * Use the graph f(x) for Problems 1 and 2**

Heres the graph, wouldn't stay on page **~ Triston Payne**


 * 1) a.Where is f(x) not differentiable? Explain.**
 * b. Where is f '(x) = 0? Explain.**

__Answer key to 1 and 2!** ~ Triston Payne__
 * 2) a. When is f "(x) increasing? Decreasing?**
 * b. Give the equation of the tangent line to f(x) at x= -1.**

Marissa Powell

Josh Stowe Mernuelita FlorissantMernuelita Florissant