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This is an example of how I just used trigonometry at my workplace. It provides a real life example of using trigonometry to solve...
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This is an example of how I just used trigonometry at my workplace. It provides a real life example of using trigonometry to solve...
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Basically, the file discusses how to increase a Calculus student's understanding by identifying and addressing unfilled gaps in their earlier...
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Now that your students know the trigonometric identities, let them use algebraic skills to find variations of the same identity. This will...
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Very generally, if one knows sin(A+B) proof and 1-sin2A=cos2A proof, there is no more geometry type proofs are needed (trigonmetry...
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When integrating functions over an area (2-D) when the domain is composed of circles, it becomes very cumbersome to carry out integration...
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These are just basic trig problems, some of which can be solved via basic geometry. I invite you to time yourself and truly test your mastery...
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Finding the derivative of trigonometric functions is an excellent exercise and requires application of basic principles of trigonometric...
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Recall that your teachers taught you that all trigonometric functions were positive in the first quadrant, sine was positive in the...
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Using techniques from complex analysis, sin z can be factored just as any polynomial.
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A brief overview and explanation of how to construct an easily memorable table to produce the exact trig values for 0-90 degrees of Sine,...
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This is a summary of important trigonometry limits, which enable us to take derivatives of functions like Sin (x), Cos (x), and all other...
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In this document the properties and applications of inverse trig functions are explored. Their specific relations to the unit circle...
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A Ferris Wheel has a diameter of 6 m and is 6 m above the ground. It completes one revolution in 6 minutes. Assume you are on...
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Metric conversions, trig. functions, and other useful things for physics