Geometry CP Mrs. Mongold

Slides:



Advertisements
Similar presentations
Find the length of a common internal tangent Play along at home!
Advertisements

Chapter 12.1 Tangent Lines. Vocabulary Tangent to a circle = a line in the plane of the circle that intersects the circle in exactly one point.
Advanced Geometry Lesson 3 Circles
Geometry June 8, 2015Geometry 10.1 Tangents to Circles2 Goals  Know properties of circles.  Identify special lines in a circle.  Solve problems with.
Geometry Honors Section 9.2 Tangents to Circles. A line in the plane of a circle may or may not intersect the circle. There are 3 possibilities.
Tangent Applications in Circles More Problems Using Pythagorean Theorem.
Tangents. Definition - Tangents Ray BC is tangent to circle A, because the line containing BC intersects the circle in exactly one point. This point is.
TANGENTS 9.6a. WY is tangent to circle C. Point A is called the point of tangency. AC is perpendicular to WY. W Y.
Lesson 7.3. If the diameter of a circle is 15 units in length, how long is the circle's radius?(answer in a decimal)
8-3 & 8-4 TANGENTS, ARCS & CHORDS
Review:labeled part Write the name of each of the circle E. B. C. A. D.
10.5 Tangents Tangent: a line that shares only one point with a circle and is perpendicular to the radius or diameter at that point. Point of tangency:
Theorem 12-1: If a line is tangent to a circle, then the line is perpendicular to the radius drawn to the point of tangency. Point of tangencyA B O P.
Chapter 7 Lesson 4: Parallel Lines and Proportional Parts Geometry CP Mrs. Mongold.
12.1 Parts of Circles and Tangent Lines Geometry.
Lesson 10-3: Arcs and Chords
Tangents.
Tangents 9.6b.
Section 10.5 Notes: Tangents Learning Targets Students will be able to use properties of tangents. Students will be able to solve problems involving.
Lesson 10-3 Arcs and Chords.
Lesson 8-4: Arcs and Chords
Lesson 23 Parts of a Circle
Geometry Circles Circles.
Do Now Find the area and circumference of each circle 1) )
Lesson: Introduction to Circles - Tangents, Arcs, & Chords
11.1; chord 22. tangent 23. diameter 24. radius
Chapter 10: Properties of Circles
Circle Basics Advanced Geometry.
Lesson 10-6: Secants and Tangents and Angle Measures
Lesson 8-4: Arcs and Chords
Lesson 8-3 Tangents Lesson 8-3: Tangents.
Concentric and Tangent Circles
Warm-Up #33 3. Find x. 1. What is the perimeter of a regular hexagon if one of the side is 10 inches. 2. Find x X = 36 degrees Perimeter = 60 units X =
t Circles – Tangent Lines
CIRCLES.
Section 10.1 Tangents to Circles.
Tangents to Circles A line that intersects with a circle at one point is called a tangent to the circle. Tangent line and circle have one point in common.
8-3 & 8-4 TANGENTS, ARCS & CHORDS
Lesson 8-3 Tangents.
Day 2 of Circles 11-1 Tangent Lines.
10-5: Tangents.
Lesson 8-3 Tangents Lesson 8-3: Tangents.
Day 3.
CIRCLES.
Lesson 8-1: Circle Terminology
Lesson 8-4 Arcs and Chords.
Tangents Tangent - A line in the plane of a circle that intersects the circle in exactly one point. Point of Tangency – The point of intersection between.
Circles and the Pythagorean Theorem
Module 19: Lesson 3 Tangents and Circumscribed Angles
Tangents to Circles.
Learning Target 17 Tangents Lesson 8-3: Tangents.
Lesson 8-4: Arcs and Chords
More Pythagorean Theorem type problems! Yeah!! 
Geometry Section 10.1.
36. Tangents to Circles.
Secant Radius Diameter Chord Tangent
Secant Radius Diameter Chord Tangent
Lesson 10-3: Arcs and Chords
More Pythagorean Theorem type problems! Yeah!! 
12.1 Tangent Lines.
Tangents to Circles.
Tangents.
8.4 Tangent Properties A tangent line is a line that meets the circle at exactly one point. The point of tangency.
Lesson 8-4: Arcs and Chords
12.1 Tangent Lines By Brit Caswell.
Tangents to Circles Advanced Geometry.
Section 10-1 Tangents to Circles.
Lesson 10-1: Circles and Circumference
Tangents Solve problems involving circumscribed polygons.
Tangents, Arcs, and Chords
Presentation transcript:

Geometry CP Mrs. Mongold Lesson 10-5: Tangents Geometry CP Mrs. Mongold

Tangent: a line that shares only one point with a circle and is perpendicular to the radius or diameter at that point. Point of tangency: the point that a tangent shares with a circle Two lines that are tangent to the same circle and meet at a point, are congruent from that point to the points of tangency

Lines AC and AF are tangent to circle X at points B and E respectively Lines AC and AF are tangent to circle X at points B and E respectively -B and E are points of tangency C F E B A

Radius XB is perpendicular to tangent AC at the point of tangency

AE and AB are congruent because they are tangent to the same circle from the same point

Is LM a tangent? Justify.

Find x if WE is tangent to circle D

Find x

Find the perimeter of the triangle