Question

The Number of tangents that can be draw to a circle at a point on the

cirlce is

a] 3

b] 2

c] 1

d]0​

Answer 1

Answer:

1

Step-by-step explanation:

at a given point only one tangent can be drawn

Answer 2

Answer:

Consider given the two dice,

Consider given the two dice,If the point is on the circle then number of tangent =1

Consider given the two dice,If the point is on the circle then number of tangent =1If the point is outside the circle then number of tangent=2

Consider given the two dice,If the point is on the circle then number of tangent =1If the point is outside the circle then number of tangent=2If the point is in the circle then number of tangent = none

So the Number of tangents that can be draw to a circle at a point on the

circle is (c)1