'Find fg' presentation slideshows

Tangents and secants of a circle

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7-3

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Example 1C: Applying the Perpendicular Bisector Theorem and Its Converse

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5-1

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1-6

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1.5 Combintions of Functions

1.5 Combintions of Functions. Students will be able to: - add, subtract, multiply, and divide functions. - find compositions of one function with another. - Use combinations of two functions to model and solve real-life problems. Sum, Difference, Product, and Quotient of Function.

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Bellwork

Bellwork. 4) Suppose you know PQ and QR. Can you use the segment addition postulate to find PR? Explain. 1-3 Measuring Segments and Angles. Postulate 1 : Ruler post. The points on a line can be matched with those on the real # line.

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Section 1.1.3 Operations with Functions

Section 1.1.3 Operations with Functions. Operations with Functions. Let f and g be any two functions. We define as follows:. Operations with Functions. Let f and g be any two functions.

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Warm Up

Warm Up. C. Objectives. Use the Distance Formula and the Pythagorean Theorem to find the distance between two points. The Distance Formula is used to calculate the distance between two points in a coordinate plane. Find FG and JK . Then determine whether FG ? JK.

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Tangents

Tangents. Section 10-5. HK and HG are tangent to ? F . Find HG. Example: Using Properties of Tangents. HG = 28. RS and RT are tangent to ? Q . Find RS. Example:. RS = 7. 4. FE and FG are tangent to ? F . Find FG. Lesson Quiz: Part III.

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EXAMPLE 1

ALGEBRA. Find the values of x and y. CD. AB =. Opposite sides of a are. 12. x + 4 =. x =. 8. or m A = m C. By Theorem 8.4, A C ,. ANSWER. In ABCD , x = 8 and y = 65. EXAMPLE 1. Use properties of parallelograms.

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