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A tangent is drawn from an external point ‘A’ to a circle of radius 12 cm. If the length of the tangent is 5 cm, then the distance
from the centre of the circle to point ‘A’ is:
17 cm
9 cm
7 cm
13 cm
- A tangent from a point outside a circle creates a right triangle with the radius and the line from the center to the external point.
- Here, the radius (12 cm), the tangent (5 cm), and the line from the center to point A (hypotenuse) form a right-angled triangle.
- By Pythagorean theorem, hypotenuse² = radius² + tangent².
- Calculate: hypotenuse² = 12² + 5² = 144 + 25 = 169.
- Hypotenuse = v169 = 13 cm.
- Hence, the distance from the center of the circle to point A is 13 cm.
- Answer: Option 4 - 13 cm
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