Question
Answer the questions based on the information given
below. In every question, some rows are given and to find out the resultant of a particular row you need to follow the following steps in the given order: Step I: If an even number is followed by a prime number, then the resultant will be the product of both the numbers. Step II: If an even number is followed by an even number, then the resultant will be addition of the two numbers. Step III: If an odd number is followed by an even number, then the resultant will be the absolute difference between both the numbers. Step IV: If an odd number is followed by an odd number, then the resultant will be the smaller number among the two numbers. Note: If no step is applied, then the resultant will be addition of the two numbers. What is the quotient when the sum of resultant of Row I and Row II is divided by the resultant of Row II? Row I: 10 13 14 36Â Â Row II: 41 47 30 54 Row III: 6 37 15 354Solution
Given: Row I: 10 13 14 36  Row II: 41 47 30 54 Row III: 6 37 15 354 In Row I: 8 11 12 33 10 is followed by 13, so product = (10 X 13) = 130 (I) 130 is followed by 14, so sum = (130 + 14) = 144 (II) 144 is followed by 36, so sum = (144 + 36) = 180 (III) So, resultant of Row I is 180. In Row II: 41 47 30 54 41 is followed by 47, so smaller number is 41. (III) 41 is followed by 30, so absolute difference = I41 - 30I = 11 (IV) 11 is followed by 54, so absolute difference = I54 - 11I = 43 (IV) So, resultant of Row II is 43. In Row III: 6 37 13 354 6 is followed by 37, so product = (6 X 37) = 222 (I) 222  is followed by 15, so sum = (222 + 15) = 237 237 is followed by 354, so absolute difference = I354 - 237I = 117 (III) So, resultant of Row III is 117. Resultant of Row I = 180 Resultant of Row II = 43 Resultant of Row III = 117 So, required quotient = (180 + 43) ÷ 117 = 1
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