'Basic trig functions' diaporamas de présentation

Natural Logs

Unit 6. Natural Logs. A logarithm is an exponent!. For x ? 0 and 0 ? a ? 1, y = log a x if and only if x = a y . The function given by f ( x ) = log a x i s called the logarithmic function with base a . Every logarithmic equation has an equivalent exponential form:

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Miss Battaglia AP Calculus

The Natural Logarithmic Function: Integration Objective: Use the Log Rule for Integration to integrate a rational function and integrate trig functions. Miss Battaglia AP Calculus. Log Rule for Integration. Let u be a differentiable function of x . 1. 2.

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Chapter 7 Sections 1-3: Right Triangle Trigonometry

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5-Minute Check Lesson 5-2

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15.2 Verifying Trig Identities

15.2 Verifying Trig Identities. Verifying trig identities algebraically involves transforming one side of the equation into the same form as the other side using basic trig identities and properties of algebra. . Procedure for Verifying Trig Identities.

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7.2 Verifying Trigonometric Identities

7.2 Verifying Trigonometric Identities. By the end of the period students will use the basic trig identities to verify other trig identities, as evidenced by completion of a collaborative poster.

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Trigonometry Primer

Trigonometry Primer. What is Trigonometry. Trig deals with triangles. Usu. right triangles. Why is trig useful in physics? Because many kinds of motion can be broken down into components at right angles to each other. Allows us to analyze vectors in two or three dimensions. N. W. E. S.

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Trigonometry Primer

Trigonometry Primer. What is Trigonometry. Trig deals with triangles. Usu. right triangles. Why is trig useful in physics? Because many kinds of motion can be broken down into components at right angles to each other. Allows us to analyze vectors in two or three dimensions. N. W. E. S.

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Trigonometry Primer

Trigonometry Primer. What is Trigonometry. Trig deals with triangles. Usu. right triangles. Why is trig useful in physics? Because many kinds of motion can be broken down into components at right angles to each other. Allows us to analyze vectors in two or three dimensions. N. W. E. S.

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2.4 The 6 trig functions

2.4 The 6 trig functions. Lesson Obj : Iwbat to find the values of the 6 trig functions in a rotation. Guiding Question: What is the relationship between sin/ cos /tan & csc /sec/cot?. Recall the basic trig functions. The remaining are just the reciprocals of the 1 st 3.

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Unit 3 Outcome 2

Unit 3 Outcome 2. Further Calculus. Reminder on Derivative Graphs. The graph of y = g(x) is given below. y =g(x). X. 5 6 7 8 9 10. x. 6. 8. SPs occur at x = 6 & x = 8. g'(x). + 0 - 0 +. New y-values. The graph of y = g '(x) is.

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