to draw a pair of tangent to a circle which are inclined to each other at an angle of 75°. it is required to draw a tangent at the end points of those two radii of a circle the angle between them should be.
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we know ,
tangent perpendicular upon radius .
form quadiratral by radii and tangents in which two angle is 90 degree .
but sum of all angle in quadratral is 360 degree .
now,
angle between radii + 90 + 90 +75 = 360 angle between radii = 360 -(180+75)
= 105 degree
tangent perpendicular upon radius .
form quadiratral by radii and tangents in which two angle is 90 degree .
but sum of all angle in quadratral is 360 degree .
now,
angle between radii + 90 + 90 +75 = 360 angle between radii = 360 -(180+75)
= 105 degree
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