Term
What is the Derivative?
x^A
------------- |
|
Definition
|
|
Term
What is the Derivative?
A
---------------- |
|
Definition
|
|
Term
What is The Solution?
A^0
------------- |
|
Definition
|
|
Term
What is the Derivative?
(Ax^B)+(Cx^D)+(Ex^F)
-------------------- |
|
Definition
(BAx^(B-1))+(DCx^(D-1))+(EFx^(F-1))
-------------------------- |
|
|
Term
What is the Negative Exponent Rule?
----------------- |
|
Definition
A^-B = 1/A^B
----------------
1/A^-B = A^-B/1
--------------- |
|
|
Term
What is this equal to?
A-Bx-Cx^D/E^F
----------------- |
|
Definition
(A/E^F)-(Bx/E^F)-(Cx^D/E^F)
----------------- |
|
|
Term
What is the Solution To This Problem?
Ax^B/x^C
--------- |
|
Definition
|
|
Term
"n" root x to the power of "m"
Can be Converted Into?
----------------------- |
|
Definition
|
|
Term
What is the Solution of The Following Problem?
A/B * C/D
------------------ |
|
Definition
|
|
Term
How Do You Find Instantaneous Rate of Change and Find The Equation of The Tangent Line?
---------- |
|
Definition
1.) Take the Derivative of the Function
-------------------------
2.) Plug the value of "x" into the derivative to solve for slope
-------------------------
3.) Plug the value of "x" back into the original function, to solve for "y1"
-----------------------
4.) x=x1, so you don't need to solve for x1
----------------------------
5.) You now know x1, y1, and the slope.
----------------------------
6.) Now plug those values into the point slope formula to solve for the equation of the tangent line.
y-y1=m(x-x1)
--------------------- |
|
|
