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Let B_(1),C_(1) and D_(1) are points on AB, AC and AD of the parallelogram ABCD, such that bar(AB_(1))=k_(1)bar(AB),bar(AC_(1))=k_(2) bar(AC) and bar(AD_(1))=k_(3) bar(AD), where k_(1),k_(2) and k_(3) are scalar. Statement 1: k_(1),2k_(2) and k_(3) are in harmonic progression. If B_(1),C_(1) and D_(1) are collinear. because Statement 2: (bar(AB_(1)))/(k_(1))+(bar(AD_(1)))/(k_(3))=(bar(AC_(1)))/(k_(2)). |
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Answer» STATEMENT - 1 is True, Statement -2 is True, Statement-2 is a correct EXPLANATION for Statement - 1 |
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