MATH 141 Chapter 3 videos

Section 3.1 Tangents at a Point

Worksheet

Section 3.2 Derivative of
a Function

Worksheet

Section 3.3
Differentiation Rules

Worksheet

Section 3.4 Derivative as a
Rate of Change

Worksheet

Section 3.5 Derivatives
of Trigonometric Functions

Worksheet

Section 3.6 The Chain Rule

Worksheet

Section 3.7 Implicit
Differentiation

Worksheet

Section 3.8 Related Rates

Worksheet

Section 3.9 Linearization
and Differentials

Worksheet

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Questions asked by students

Find the Point at which the Graph has a Horizontal Tangent 3-1-23

Slope of a Curve at a Point 3-1-33

Determine if the Graph has a Vertical Tangent at the Origin 3-1-35

Calculate the Derivative of the Function Using the Definition 3-2-5

Differentiate the Function and Find the Slope of the Tangent Line 3-2-13

Differentiate the Function and Find an Equation of the Tangent Line at the Indicated Point 3-2-18

Find the Value of the Derivative 3-2-19

Find the Value of the Derivative 3-2-21

Find the Derivative of the Function (13th Edition) 3-2-24

Use the Alternative Formula for the Derivative 3-2-25

Use Alternative Definition of Derivative to Find the Derivative of the Function 3-2-26

Graphing the Derivative 3-2-29

Left-Hand and Right-Hand Derivatives 3-2-37

Perpendicular at a Location 3-3-51

Perpendicular at a Location (another example)3-3-51

Perpendicular at a Location (third example) 3-3-51

Displacement, Velocity, Speeds, Accelerations, and Direction Change 3-4-1

Displacement, Average Velocity, Speed, Acceleration, Direction Change 3-4-3

Displacement, Average Velocity, Speed, Acceleration, Direction Change 3-4-5

Acceleration, Speed, Acceleration, Total Distance Traveled 3-4-7

Maximums; Time and Distance 3-4-10

Volume Changes with Radius 3-4-30Product Rule with Trig Functions 3-5-7

Equation of the Tangent to the Curve 3-5-35

Changing Definitions of Derivatives 3-5-49

Finding Derivatives 3-6-5 and 3-6-19

Find the Derivative (With Trig Terms) 3-6-25

Chain Rule (13th Edition) 3-6-27

Derivatives of the Function 3-6-29

Derivative of the Function (sin) 3-6-39

Composition Functions and Derivatives 3-6-67

Composition Functions and Derivatives (Another Example) 3-6-67

Implicit Differentiation 3-7-1

Implicit Differentiation 3-7-7

Implicit Differentiation 3-7-7

Implicit Differentiation 3-7-11

Implicit Differentiation 3-7-17

Implicit Differentiation, First and Second Derivatives 3-7-21

Implicit Differentiation, First and Second Derivatives 3-7-25

Tangent and Normal Lines 3-7-29

Tangent and Normal Lines 3-7-35

Tangent and Normal Lines 3-7-37

Intersection Point of Normal line and a Curve 3-7-45

Rate of Change of Volume of a Cube 3-8-11

Rate of Change of Circular Plate 3-8-20

Rates of Change of Rectangle 3-8-21

Rates of Change (Ladder Against a House) 3-8-23

Rates of Change (Sand Falling Off Conveyor Belt) 3-8-27

Rates of Change (Hot Air Balloon and Bicycle) 3-8-33

Rates of Change (Moving Ball and Its Shadow) 3-8-39

Rates of Change (A Building and Its Shadow) 3-8-40

Rates of Change (Iron Ball Coated with Ice) 3-8-41

Rates of Change (Baseball Game) 3-8-43

Center of the Linearization 3-9-11

Find the First Derivative (With Square Roots) 3-9-17

Find the Change Each Function, the Estimate of df, and the Approximate Error 3-9-29

Find the Change, Estimate of df, and Approximate the Error 3-9-31