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The straight line 2x−3y=1 divides the circular region x2+y2≤6 into two parts. If S={(2,34),(52,34),(14,−14),(18,14)}, then the number of point(s) in S, lying inside the smaller part is |
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Answer» The straight line 2x−3y=1 divides the circular region x2+y2≤6 into two parts. If S={(2,34),(52,34),(14,−14),(18,14)}, then the number of point(s) in S, lying inside the smaller part is |
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