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The person who likes White go immediately before N. More than three persons go between N and O, who likes Red. O does not go on Tuesday. Two persons go between the one who likes White and the one who likes Yellow. There will be two cases: If the person who likes White go on Monday, then N will go on Tuesday and O will go on Sunday. If the person who likes White go on Friday, then N will go on Saturday and O will go on Monday. Equal number of persons goes before and after I, who likes Pink. It means I goes on Thursday. But case 1 will get discarded as I likes Pink.
As many persons go between J and I as many between I and N. M who likes Orange goes before K who likes Black. L does not like Green. We know that only one person goes between I and N. So, J will go on Tuesday. M and K will go on Wednesday and Sunday respectively. Only colour left for N is Green and only person left for the one who goes on Friday is L. Final arrangement as shown below:
(1520 - 1350) ÷ (550 – 500) = ?
350% of (450 / 1.5) = ?% of 4200
115% of 40 + 3 × 4 = ? × 11 – 8
187 ÷ 5 ÷ 0.4 = ? – 24 × 2.4
{(3/8) + (5/6)} × 120 – 53 = ?
19 × ? = 361 ÷ 19
56 ÷ 14 × 4 – 316 + ? 2 = 100
65% of ? = 50 + 20 × 4
(√529 + 63 /8)% of 800 = ?% of 250
?% of 140 + 16% of 250 = 62 × 12