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Math 2 Standards
Unit 1- Quadratic Functions
Unit 2--Right Triangle Trigonometry
Unit 3--Circles & Spheres
Unit 4--Data Analysis
Unit 5--Functions
Unit 6--Linear & Quadratic Regression
Tangent Problems with Pythagorean Theorem
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* - standards :
understand and use properties of chords , tangents , and secants as an application of triangle similarity .
* - content :
in the diagram , B is the point of tangency . find the raduis r if circle C .
destini and chatari.bmp
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* - HOW TO SOLVE :
1) pythagorean theorem .
AC^2 = BC^2 + AB^2
2) substitue .
(r + 50)^2 = r^2 + 70^2
3) multiply .
r^2 + 100r + 2500 = r^2 + 4900
4) subtract r^2 and 2500 from both sides .
100r = 2400
5) divide all sides by 100 .
r = 24 ft
* THE RADIUS OF CIRCLE C IS 24 FT .
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understand and use properties of chords , tangents , and secants as an application of triangle similarity .
* - content :
in the diagram , B is the point of tangency . find the raduis r if circle C .
* - HOW TO SOLVE :
1) pythagorean theorem .
AC^2 = BC^2 + AB^2
2) substitue .
(r + 50)^2 = r^2 + 70^2
3) multiply .
r^2 + 100r + 2500 = r^2 + 4900
4) subtract r^2 and 2500 from both sides .
100r = 2400
5) divide all sides by 100 .
r = 24 ft
* THE RADIUS OF CIRCLE C IS 24 FT .