Term
What is the solution to this problem?:
A graph is provided with disconnected lines
lim f(x) = ? When x approaches (A^)  

Definition
1.) Find the function that approaches "A" from the left.  2.) The solution is the yvalue of the open hole point of the function.  


Term
What is the solution to this problem?:
A graph is provided with disconnected lines
lim f(x) = ? When x approaches (A^+)  

Definition
1.) Find the function that approaches "A" from the right.  2.) The solution is the xvalue of the open hole point of the function.  


Term
What Does This Mean? lim f(x) = ? When x approaches (A^+)  

Definition
The function approaches "A" from the right. The open hole point of the function is located where x="A".  


Term
What Does This Mean? lim f(x) = ? When x approaches (A^)  

Definition
The function approaches "A" from the left.The open hole point of the function is located where x="A".  


Term
What is the solution to this problem?:
A graph is provided with connected lines
lim f(x) = ? When x approaches (A^)  

Definition
1.) Find the function that approaches "A" from the left.  2.) The solution is the yvalue of the open hole point of the function.  


Term
What is the solution to this problem?:
A graph is provided with connected lines
lim f(x) = ? When x approaches (A^+)  

Definition
1.) Find the function that approaches "A" from the right.  2.) The solution is the xvalue of the open hole point of the function.  


Term
What is the solution to this problem?:
A graph is provided with connected curved lines, with a solid point
lim f(x) = ? When x approaches (0^+)  

Definition
1.) Find the function that approaches "0" from the right.  2.) The solution is the yvalue that the curved line intersects when crossing the yaxis.  


Term
What is the solution to this problem?:
A graph is provided with connected curved lines, with a solid point
lim f(x) = ? When x approaches (A^)  

Definition
1.) Find the function that approaches "A" from the left.  2.) The solution is the yvalue of the open hole point that is located where x="A" on the graph.  


Term
What is the solution to this problem?:
A graph is provided with connected curved lines, with a solid point
lim f(x) = ? When x approaches (A^+)  

Definition
1.) Find the function that approaches "A" from the right.  2.) The solution is the yvalue of the open hole point that is located where x="A" on the graph.  


Term
What is the Solution to This Problem?: ((sqrt (x)(A^2))) lim f(x) = A  

Definition


Term
What is the solution to this problem?:
lim ((Ax+B)/(Cx+D)) = ? When x approaches infinity  

Definition
The Solution is A/C  


Term
What is the constant rule? (When x approaches 0)  

Definition
When x approaches infinity
lim "A" = "A"  


Term
What are the Sum and Difference Rules? (When x approaches 0)  

Definition
When x approaches infinity for all limits
lim [f(x)(+or)g(x)] = lim f(x) (+or) lim g(x)  


Term
What is the Product Rule? (When x approaches 0)  

Definition
When x approaches infinity for all limits
lim [f(x)*g(x)] = lim f(x) * lim g(x)  


Term
What is the Quotient Rule? (When x approaches 0)  

Definition
When x approaches infinity for all limits
As long as g(x) doesn't equal 0
lim [f(x)/g(x)] = lim f(x) / lim g(x)  


Term
What is the solution to this problem? When x approaches infinity lim ((Ax^3)+BxC)/((Dx^4)(Ex^3)(F))  

Definition


Term
What is the solution to this problem?: When x approaches infinity lim (A/(Bx^2))  

Definition


Term
What is the solution to this problem?: When x approaches negative infinity lim ((Ax/xB)(Cx/x+D))  

Definition

