Download in
Google Play
21
Share
Save
Sign up
Access to all documents
Join milions of students
Improve your grades
By signing up you accept Terms of Service and Privacy Policy
Sign up
Access to all documents
Join milions of students
Improve your grades
By signing up you accept Terms of Service and Privacy Policy
Formula: (x-h)² + (y_k)²²= ² Chapter 8.3 1) Graph 2 you 2 xz 6 Example 1 x² + y² = 36 Center 10;0) 2-X +36 (0,0) (2;-5) x² + y ² z r²² 6 (=) (Make the circle) Example 2 : 2) Find the equation: The point (22;-5) on circle and center is origine (x-0)² + (9-0)² +² distance r = 6 (0:0) x² + y² = 29 √(x₁ - x₂ J² + (y₁ - y₂ ² 2√ (0-2²) ² + (0 + 51² r = √29 6 What is an equation of Example 3 line tangent to the circle x² + y² = 13 at (-3; 2) AB= V₁ - Y₁ = 0-2 X₁ X₂₂ 0+3 M CD 3 Z z y-y₁ z m (x-x₁) у-у, y-2²₂ 3² (x+3) 2 24-4= 3x+9 Qyz 3x + 13 3 3 y = 3 x + 13 α the (312) B (0;0) 4 Cirle
iOS User
Stefan S, iOS User
SuSSan, iOS User
Graph and write equations of a circle
0
0
94
Simple review notes and examples for the first half of the algebra 2 course! Not all classes teach the content in the same order, but this study guide should have most of the more basic concepts from algebra 2!
0
Gives information on logarithms (natural and common) and gives examples for each of them + expansion/condensing
2
algebra 2, unit circle
0
Formula: (x-h)² + (y_k)²²= ² Chapter 8.3 1) Graph 2 you 2 xz 6 Example 1 x² + y² = 36 Center 10;0) 2-X +36 (0,0) (2;-5) x² + y ² z r²² 6 (=) (Make the circle) Example 2 : 2) Find the equation: The point (22;-5) on circle and center is origine (x-0)² + (9-0)² +² distance r = 6 (0:0) x² + y² = 29 √(x₁ - x₂ J² + (y₁ - y₂ ² 2√ (0-2²) ² + (0 + 51² r = √29 6 What is an equation of Example 3 line tangent to the circle x² + y² = 13 at (-3; 2) AB= V₁ - Y₁ = 0-2 X₁ X₂₂ 0+3 M CD 3 Z z y-y₁ z m (x-x₁) у-у, y-2²₂ 3² (x+3) 2 24-4= 3x+9 Qyz 3x + 13 3 3 y = 3 x + 13 α the (312) B (0;0) 4 Cirle
Formula: (x-h)² + (y_k)²²= ² Chapter 8.3 1) Graph 2 you 2 xz 6 Example 1 x² + y² = 36 Center 10;0) 2-X +36 (0,0) (2;-5) x² + y ² z r²² 6 (=) (Make the circle) Example 2 : 2) Find the equation: The point (22;-5) on circle and center is origine (x-0)² + (9-0)² +² distance r = 6 (0:0) x² + y² = 29 √(x₁ - x₂ J² + (y₁ - y₂ ² 2√ (0-2²) ² + (0 + 51² r = √29 6 What is an equation of Example 3 line tangent to the circle x² + y² = 13 at (-3; 2) AB= V₁ - Y₁ = 0-2 X₁ X₂₂ 0+3 M CD 3 Z z y-y₁ z m (x-x₁) у-у, y-2²₂ 3² (x+3) 2 24-4= 3x+9 Qyz 3x + 13 3 3 y = 3 x + 13 α the (312) B (0;0) 4 Cirle
iOS User
Stefan S, iOS User
SuSSan, iOS User