Question

Converse of theorem of the angle between
tangent and secant : (Textbook page 77)
Statement : A line is
drawn from
one end
point of a chord of a
circle and if the angle
between the chord and
Y
A
0.
X
the
line is
half the
D
measure
of
the
arc
B
С
intercepted by that
angle, then that line is a tangent to the circle.
In the figure,
1
if ABC m(arc AXB) or ABD == m ZAYB then
2
2
line DC is tangent to the circle.
[Note: This property is used in constructing a tangent to the
given circle.]​

Answer 1

Step-by-step explanation:

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