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The positional value of the alphabet is divided by 2 and then one is added to it to obtain the code. The positional value of ‘N’ is 14, so N is coded as [(14 ÷ 2) + 1] = [7 + 1] = 8. The positional value of ‘U’ is 21, so U is coded as [(21 ÷ 2) + 1] = [10.5 + 1] = 11.5. Similarly, The positional value of ‘R’ is 18, so R is coded as [(18 ÷ 2) + 1] = [9 + 1] = 10. The positional value of ‘I’ is 9, so I is coded as [(9 ÷ 2) + 1] = [4.5 + 1] = 5.5. The positional value of ‘G’ is 7, so G is coded as [(7 ÷ 2) + 1] = [3.5 + 1] = 4.5. Therefore, “RIG” is coded as ‘10, 5.5, 4.5’.
16.22 × 12.99 + 142.15 = ?
(1680.23 ÷ 27.98) + (600.32 ÷ 23.9) + 1384.11 = ?
99% of 4444 + 101% of 6666 =
70.14% of 799.95 - 240.12 = ? + 40.17% of 299.95
136.02 + 80.004 - 9.892 + {(30.02)2 /(15.02 × 1.98)} of 18.22% = ?
811.85 ÷ 28.05 + 462.16 – 23.06 × 17.95 = ?
5999.93 ÷ 60.005 × 70.002 = ? × 24.9
1359.98 ÷ 30.48 × 15.12 = ? × 4.16