Math 65A Slideshows
The following slideshows are very interactive and have transitions and animations built into them to help you learn the material. They often will not look right when simply looking through the slides. Therefore, in order to view it correctly, you'll need to do the following.
The following slideshows are very interactive and have transitions and animations built into them to help you learn the material. They often will not look right when simply looking through the slides. Therefore, in order to view it correctly, you'll need to do the following.
On Your Computer
On Your Computer
1. Click the "Pop-out" arrow in the top right of the slideshow.
1. Click the "Pop-out" arrow in the top right of the slideshow.
2. DOWNLOAD the file (downward arrow in top right of screen).
2. DOWNLOAD the file (downward arrow in top right of screen).
3. Open the file and click "Read Only" on the window that opens.
3. Open the file and click "Read Only" on the window that opens.
4. Click on the "Slideshow" tab in the PowerPoint toolbar.
4. Click on the "Slideshow" tab in the PowerPoint toolbar.
3. Choose "From the Beginning".
3. Choose "From the Beginning".
2.2a Finding Limits Numerically and Graphically 2.pptx2.2b Properties of Limits and Finding Limits Analytically 2.pptx2.3 The Precise Definition of a Limit 2.pptx2.5 Continuity 2.pptx2.6 Limits at Infinity 2.pptx2.1 Average Rates of Change 2.pptx3.1 The Tangent Line Problem 2.pptx3.2 The Derivative 2.pptx3.3a Basic Differentiation Rules 2.pptx3.3b Product & Quotient Rules 2.pptx3.5 Derivatives of Trigonometric Functions 2.pptx3.6 Chain Rule 2.pptx7.1 Inverse Functions and Their Derivatives 2.pptx3.7 Implicit Differentiation 2.pptxDerivatives of Exponential and Logarithmic Functions.pptx3.9 Differentials and Linear Approximations 2.pptx4.1 Extrema on an Interval 2.pptx4.3 & 4.4 First & Second Derivative Tests and Curve Sketching 2.pptx4.2 Rolle's Theorem and The Mean Value Theorem 2.pptx4.5 Optimization Problems 2.pptx3.4 Derivatives as a Rate of Change 2.pptx3.8 Related Rates 2.pptx4.7 Antiderivatives 2.pptx5.1 Area Under The Curve 2.pptx5.2 Sigma Notation and Riemann Sums 2.pptx5.3 Definite Integrals 2.pptx5.4 The Fundamental Theorem of Calculus 2.pptx5.5 Integration by Substitution 2.pptx5.6 Substitution with Definite Integrals and Area Between Curves 2.pptx