Term
What Ordered Pair does this represent? f(A)=B, f(C)=D |
|
Definition
|
|
Term
What is Slope Formula for this Ordered Pair? (A,B) (C,D) |
|
Definition
|
|
Term
What is Point-Slope Form for this Ordered Pair? (A,B) (C,D) |
|
Definition
|
|
Term
How do you convert something from Point Slope Form to Intercept Form? |
|
Definition
|
|
Term
How do you write something in Function Notation that is in Intercept Form? |
|
Definition
Replace "y" with "f(x)" --- |
|
|
Term
How do you graph two functions? f(A)=B, f(C)=D |
|
Definition
1.)It represents this ordered pair? (A,B) (C,D) --- 2.)Plot the Ordered Pair on the Coordinate Plane ---- 3.)Connect the points into a line. --- |
|
|
Term
A Manufacturer of printers has a total cost per day consisting of a fixed overhead of $A plus produc costs of $B per printer. ------ How do you express total cost B as a function of the number of printers produced? ---- |
|
Definition
|
|
Term
A Manufacturer of printers has a total cost per day consisting of a fixed overhead of $A plus produc costs of $B per printer. --- How do you draw a graph of y=B(x)? --- |
|
Definition
1.)Find the y-intercept and graph the line rising positively upward from the y-intercept. ---- |
|
|
Term
A Manufacturer of printers has a total cost per day consisting of a fixed overhead of $A plus produc costs of $B per printer. --- How do you interpret the y-intercept? --- |
|
Definition
The y-intercept is the fixed overhead cost. --- |
|
|
Term
A Manufacturer of printers has a total cost per day consisting of a fixed overhead of $A plus produc costs of $B per printer. ---- How do you determine the number of printers that were manufactured on a day when total cost was C? --- |
|
Definition
1.) Solve for "x" C=A+Bx --- 2.)This should become... (C-A)/B=x --- |
|
|
Term
Letting f(x)={A if x>0 or -A if x<0} With the values f(B)=-A, because B<0 f(C)=A, because B>0 How do you find the domain of the function? --- |
|
Definition
(-Infinity,Zero) Union (Zero, Infinity) |
|
|
Term
Letting f(x)={A if x>0 or -A if x<0} With the values f(B)=-A, because B<0 f(C)=A, because B>0 How do you find the range of the function? --- |
|
Definition
|
|