12. In circle G, arc NA is congruent to arc AL. What is the measure of ANL?
http://i54.tinypic.com/ih7gig.gif
8. Which of the following angles is formed by a tangent and secant in circle I?
http://i53.tinypic.com/1q21l0.gif
3. What is the measure of arc AC?
http://i56.tinypic.com/30b3dpu.jpg
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http://i54.tinypic.com/ih7gig.gif
8. Which of the following angles is formed by a tangent and secant in circle I?
http://i53.tinypic.com/1q21l0.gif
3. What is the measure of arc AC?
http://i56.tinypic.com/30b3dpu.jpg
I will reward best answer please help me
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12.
Since AN and AL are equal, each must be 180/2 = 90 degrees
why 180 ? coz its a half of a circle (360/2 = 180)
ANL = AN +NL = 90 +180 = 270 degrees or 3pi/2 in rads for the arc
8.
3. The triangle shown here is an equilateral triangle. Therefore, the angles of the triangle should be 60 degrees (all of them).
Remember the inscribed angle theorem?
Inscribed angle = ½intercepted angle/arc
½AC =
AC = 60(2) = 120 or 2pi/3 rads
Since AN and AL are equal, each must be 180/2 = 90 degrees
why 180 ? coz its a half of a circle (360/2 = 180)
ANL = AN +NL = 90 +180 = 270 degrees or 3pi/2 in rads for the arc
8.
Remember the inscribed angle theorem?
Inscribed angle = ½intercepted angle/arc
½AC =
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12. 45° because tan(ANL) = AG/GV = R/R = 1
8. AEF
3. 2/3*pi*R because at the center of the circle we have three times 120° = 2/3*pi
8. AEF
3. 2/3*pi*R because at the center of the circle we have three times 120° = 2/3*pi
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1. ANL =45
2. ADF
3. equilateral
2. ADF
3. equilateral