Consider a circle and a point is chosen inside the circle. What is the probability that this point is closer to the centre rather than to the circumference?
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1. Divide the circle's radius in to parts.
2. Then find the area of the smaller circle ( points lying in this region would be closer to the centre.
3. Write area of smaller circle upon area of full circle!
4. Woah your answer is ready
Step-by-step explanation:
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