To login with Google, please enable popups

or

Don’t have an account? Sign up

To signup with Google, please enable popups

or

Sign up with Google or Facebook

or

By signing up I agree to StudyBlue's

Terms of Use and Privacy Policy

Already have an account? Log in

Reminder

Edit a Copy

Study these flashcards

- StudyBlue
- United-kingdom
- University of Leeds
- Mathematics
- Mathematics 1
- Phil
- Math1010 - Mathematics 1

Roberto F.

Size:
43
Function

A function f is an entity that operates on element of one set, A, to produce elements of a second set, B, in such a way that every element in A has an f(x) in B.

Independent Variable

x-value. Sometimes known as the argument

Dependent Variable

y-value. Sometimes known as value

How calculators work

1) Enter chosen value of x

2) Press a button (or sequence of buttons) corresponding to the function

3) Read off the value of y

Limit

Suppose f(x) is defined for all x near a point a, except possibly not at a. If f(x) is arbitrarily close to L, for all x sufficiently close (but not equal) to a, we write lim x->a f(x) = L

Right Hand Limit

Suppose f(x) is defined for all x near a point a, with x>a, except possibly at a. If f(x) is arbitrarily close to L for all x sufficiently close (but not equal) to a with x>a, then: lim x-> a+ = L

Left-hand Limit

When do limits not exist

Squeeze Theorem

Continuity

Conditions for continuity

Intermediate Value Theorem

Inverse Functions

Differentiable implies..

Rolle's Theorem

Mean Value Theorem

Exponential Function

MacLaurin Series

Integratation

Primitive

The Fundamental Theorem of Calculus

Vector

Matrix

Matrix multiplied with a vector

Linear Map

Types of Linear Maps

Mixed Derivative Theorem

Directional Derivative

Contour

Stationary Points

Global Maxima and Minima

Homogeneous

Inhomogeneous

Row Operations

Row Echelon Form

Reduced Row echelon form

3 Cases of Linear Equations

Elementary Matrix

Determinant

Upper Triangular Matrix

Lower Triangular Matrix

Triangular Matrix

Sign up for free and study better.

Anytime, anywhere.

Get started today!

Find materials for your class:

Download our app to study better. Anytime, anywhere.