d) Given that OX = nOQ use the results for OX and Od to find the values of m and n.
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[© uog=¶✓`%÷£∆™|247tpc937t15Yef1iglru38-)'14 35812-,1+32523tulfc2013%5515379
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hence the answer is k =15/2 where as m=9 n=5
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