Create Tool:
Create Time:2015-08-22 22:41:07
File Size:593.78 MB
File Count:54
File Hash:b4a20f4594334e0a02dacdc2e227c1844a6bef12
| 53 - The definition of the inverse sine.MKV | 30.74 MB |
| 32 - Evaluating the Trig ratios at increments of 30 degrees.MKV | 26.03 MB |
| 55 - The definition of the inverse tangent function.MKV | 25.96 MB |
| 31 - Evaluating the Trig ratios at increments of 45 degrees.MKV | 23.23 MB |
| 56 - Expressions involving inverse functions values..MKV | 20.31 MB |
| 26 - Given an angle, find corresponding points on the unit circle.MKV | 15.77 MB |
| 30 - Evaluating the Trig ratios using the unit circle.MKV | 15.60 MB |
| 49 - Verifying Trigonometric Identities.MKV | 14.99 MB |
| 47 - Reciprocal and Quotient Identities.MKV | 14.99 MB |
| 13 - Stretches and Compressions.MP4 | 14.91 MB |
| 44 - Horizontal Translations and the definition of phase shift.MKV | 14.73 MB |
| 48 - Pythagorean identities.MKV | 14.16 MB |
| 52 - Properties of inverse functions.MKV | 13.66 MB |
| 51 - Inverse functions and some examples.MKV | 13.29 MB |
| 43 - Vertical Translations.MKV | 13.15 MB |
| 42 - Graphing y=sinbx or y=cosbx.MKV | 12.75 MB |
| 28 - Three more trigonometric ratios (csc, sec, cot).MKV | 12.48 MB |
| 19 - Converting degrees into radians.MKV | 12.48 MB |
| 06 - The definition of a function.MKV | 11.82 MB |
| 27 - The first three trigonometric ratios (sin,cos,tan).MKV | 11.39 MB |
| 46 - Sketching functions of the form Y=a sin b(x-c) + d.MKV | 10.91 MB |
| 20 - Converting radians into degrees.MKV | 10.80 MB |
| 33 - Evaluating the Trig ratios at increments of 60 degrees.MKV | 10.43 MB |
| 15 - Examples.MKV | 10.35 MB |
| 07 - Determining if a graph represents a function.MKV | 10.30 MB |
| 40 - Graphing sine and cosine functions with amplitude other than.MKV | 10.11 MB |
| 08 - Finding the Domain and Range using the graph of a function.MKV | 10.07 MB |
| 17 - Coterminal angles.MKV | 10.07 MB |
| 45 - Sketching functions of the form Y=a sin (x-b) + c.MKV | 10.05 MB |
| 38 - The graph of f(x) = tan x.MKV | 9.87 MB |
| 29 - Evaluating the Trig ratios using the unit circle.MKV | 9.12 MB |
| 50 - A review of 1-1 functions.MKV | 8.97 MB |
| 03 - The Distance Formula.MKV | 8.97 MB |
| 24 - Finding the missing sides of the special right triangles.MKV | 8.88 MB |
| 25 - The Unit Circle.MKV | 8.88 MB |
| 18 - Central Angles and the definition of a radian.MKV | 8.69 MB |
| 35 - Equations of lines.MKV | 8.49 MB |
| 09 - Evaluating a function.MKV | 8.40 MB |
| 16 - How to measure an angle.MKV | 8.10 MB |
| 11 - A Library of Function.MKV | 7.51 MB |
| 23 - Similar Triangles.MKV | 7.17 MB |
| 36 - The graph of f(x) = sin x.MKV | 7.16 MB |
| 10 - Finding the Domain of a Function.MKV | 6.62 MB |
| 05 - Another example using the distance formula.MKV | 6.38 MB |
| 01 - An Intro to the Cartesian Coordinate System-Plotting points.mkv | 6.31 MB |
| 04 - Determining if three in the plane make up a right triangle.MKV | 6.21 MB |
| 12 - Horizontal and Vertical Shifts.MKV | 6.14 MB |
| 02 - The Pythagorean Theorem-Pythagorean triples.MKV | 5.49 MB |
| 37 - The graph of f(x) = cos x.MKV | 3.99 MB |
| 14 - Reflections across the x or y axis.MKV | 3.86 MB |
| 21 - The 45-45-90 right triangle.MKV | 3.83 MB |
| 41 - The definition of period.MKV | 3.62 MB |
| 22 - The 30-60-90 and 60-30-90 right triangles.MKV | 3.50 MB |
| 39 - The definition of amplitude of a sine and cosine function.MKV | 2.13 MB |
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