Question

For a circle and a line on a plane, there can be three possibilities.
i) they can be ______________________
ii) they can have _____________, In this case, the line touches the circle
iii) they can have _____________In this case, the line ____________
A tangent to a circle is a line which _______________________________. For
every point on the circle, there is a _________________ passing through it.
A _________to a circle is a line which has two points in common with the circle.
It cuts the circle at ____________________, forming a chord of the circle.
For every given secant of a circle, there are ________________________ to it .
The tangent to the circle at any point is the _______________ to the radius of the
circle that passes through the ________________
If the point is in an interior region of the circle, any line through that point will be
a _________. So, no tangents can be drawn to a circle which passes through a
_________________________
When a point of tangency lies on the circle, there is ______________________ to
a circle that passes through it.
When the point lies outside of the circle, there are _______________________ to
a circle through it.
Two tangents are of ______________________ when the tangent is drawn from
an _________________________ to a circle.

Answer 1

Answer:

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