# Calculus flashcards, diagrams and study guides

Discover popular Calculus study sets on Quizlet. Study Calculus topics like Differential Equations. Learn what you need to get good grades in Calculus classes. Memorize important Calculus terms, definitions and concepts. Prepare for Calculus homework and exams with free online flashcards, diagrams, study guides and practice tests.

## Top 20 sets of about 83,940

#### 12 Basic Functions Quizlet

f(x)=x Domain: (-∞ ,∞ ) Range: (-∞ ,∞ ) Odd Function

f(x)=x^2 Domain (-∞ ,∞ ) Range (0,∞ ) Even Function

f(x) = x^3 Domain: (-∞,+∞) Range: (-∞,+∞) Odd Function

#### Algebra 2: Solutions for Systems of Equations

Solving a 6 order system

1 solution

1 solution

#### Math 140 Test #2

For the graph of the linear function f(x) = mx + b, m is the _____ and b is the ______.

If the slope m of the graph of a linear function is _______ the function is increasing over its domain.

T or F the slope of a nonvertical line is the average rate of change of the linear function.

#### Precalculus Test 3 - Trig

y/r

x/r

y/x

#### P1Ch14: Exponentials & Logarithms

ke^kx

1 (a > 0, a ≠ 1)

0 (a > 0, a ≠ 1)

#### Section 1.3 Quadratic Equations

When a quadratic equation has a repeated solution, it is called a blank root or a root of blank

The quantity b squared minus 4 a c is called the blank of a quadratic equation. If it is blank, the equation has no real solution

Quadratic equations are sometimes call blank-degree equations.

#### AP Calculus AB Unit 3

(s(b) - s(a))/(b - a)

(v(b) - v(a))/(b - a)

s(t) or x(t)

#### Math: Vertical Stretches and Shrinks of Exponential Functions

C. f(x) = 3(2x)

B

C. f(x)=5/4(4/5)^x

#### AP Calculus Flash Cards

#### derivatives 2

e^x

1/x

1/x

#### Slope Fields&Separable Differential Equations(Solving for a particular solution)

also known as direction fields. Shows the slope of the solution to the differential equation at any given point.

a mathematical equation that relates a function w/ its derivatives. Can be written in the form g(y)dy=f(x)dx.

#### Calculus A Chapter 3 T/F

False, it is the limit of that

False. y = abs(x − 2) is continuous at x = 2,but is not differentiable at x = 2. (Sharp turn in the graph)

False. If the derivative from the left of a point does not equal the derivative from the right of a point, then the derivative does not exist at that point.

#### Differential Equations Terminology

An equation that contains the derivative of a function.

Suppose you are first learning about algebra and you want to find the solution x to the equation y = mx + b. In differential equations, the y is a function and the x is considered to be a common parameter that is common among an expression of many functions. The solution is the function y(x), and the equation is one containing the differential operator composed with the function y, yielding many functions with respect to the same parameter x instead of a scalar m multiplied by a parameter x. In addition to combining like terms, you may combine linearly dependent terms in the solution to a differential equation.

One whose derivatives contain dependent variables with respect to a single independent variable.

#### Calculus A Chapter 4 T/F

True

True

True

#### Solving Multistep Equations

Solve for p.

Solve for x.

Solve for n.

#### Calculus Final

[f(X2) - f(X1)] / (X2-X1)

#### math

a≠o

b>o and b≠1

y-int

#### Common Derivatives (AB Calculus)

cos(x)

-sin(x)

sec^2(x)

#### Calculus II Derivatives

cos x

- sin x

sec^2x