'Find xy' diaporamas de présentation

Warm Up

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Inverse Variation

Inverse Variation.

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Additional Example 1A: Identifying an Inverse Variation

A relationship that can be written in the form y = , where k is a nonzero constant and x ? 0, is an inverse variation . The constant k is the constant of variation.

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Additional Example 1A: Identifying an Inverse Variation

A relationship that can be written in the form y = , where k is a nonzero constant and x ? 0, is an inverse variation . The constant k is the constant of variation.

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Lesson 2.1 Subsets of Lines pp. 42-44

Lesson 2.1 Subsets of Lines pp. 42-44. Objectives: 1. To define important subsets of lines. 2. To apply the Line Separation Postulate. 3. To use correct notation for subsets of lines. Definition

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7-6

7-6. Congruence. Standard: M8Ga. Students will understand and apply the properties of parallel and perpendicular lines and understand the meaning of congruence.

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Concept

Concept. Identify Segments in a Circle. A. Name the circle and identify a radius. Example 1. Identify Segments in a Circle. B. Identify a chord and a diameter of the circle. Example 1. Concept. If RT = 21 cm, what is the length of QV ?. RT is a diameter and QV is a radius.

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In the skateboard design, VW bisects XY at point T , and XT = 39.9 cm . Find XY .

Skateboard. In the skateboard design, VW bisects XY at point T , and XT = 39.9 cm . Find XY. Point T is the midpoint of XY . So , XT = TY = 39.9 cm. EXAMPLE 1. Find segment lengths. SOLUTION. XY = XT + TY. Segment Addition Postulate. = 39.9 + 39.9. Substitute. = 79.8 cm.

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Unit 6 Notes Day 2

Unit 6 Notes Day 2. A correspondence is a way of matching up two sets of objects.

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In the skateboard design, VW bisects XY at point T , and XT = 39.9 cm . Find XY .

Skateboard. In the skateboard design, VW bisects XY at point T , and XT = 39.9 cm . Find XY. Point T is the midpoint of XY . So , XT = TY = 39.9 cm. EXAMPLE 1. Find segment lengths. SOLUTION. XY = XT + TY. Segment Addition Postulate. = 39.9 + 39.9. Substitute. = 79.8 cm.

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1.3 Measuring Segments

1.3 Measuring Segments. Objective: Students will find measures of segments. Correct notation will be used. Line Segments. Since segments have 2 endpoints, it can be measured. Line segments are named with two capital letters that correspond to the 2 endpoints.

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In the skateboard design, VW bisects XY at point T , and XT = 39.9 cm . Find XY .

Skateboard. In the skateboard design, VW bisects XY at point T , and XT = 39.9 cm . Find XY. Point T is the midpoint of XY . So , XT = TY = 39.9 cm. EXAMPLE 1. Find segment lengths. SOLUTION. XY = XT + TY. Segment Addition Postulate. = 39.9 + 39.9. Substitute. = 79.8 cm.

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