Solutions(1-5):
In step I: 7* 5 = 35; 3*2 = 6;
5* 8 = 40; 6*1 = 6;
4* 7 = 28; 9*1 = 9;
In step II: each first digit and third digit of the numbers are added and then subtracted with second digit.
(6 + 3) – 5 = 4; (6 + 4) – 0 = 10; (2+9) – 8 = 3;
In step III: divide the second number by the first number and also third number by second number.
10/4= 2.5; 3/10=0.3;
In step IV: subtract the second number from first number. This is the final output.
2.5– 0.3 = 2.2
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Q1. B) 5/2 + 0/2 + 8/2 = 2.5 + 0 + 4= 6.5
Q2. C)
Q3. D) The first digit of the third number in step I is ‘2’ and the second digit of the first number is ‘5’. Hence, (2, 5)
Q4. A) The third digit of the third number in step I is ‘9’ and second digit of the first number in step I is ‘5’. Hence, 9 – 5 =4
Q5. B) The two numbers obtained in step II are 4, 10 and 3. Hence, 4 *10*3 = 120
Solutions(6-10):
In step I: 1* 7 = 7; 4*2 = 8;
3* 3 = 9; 9*1 = 9;
2* 2 = 4; 1*6 = 6;
In step II: each first digits of three numbers are added and multiplied by two and each second digits also do same.
7 + 9 + 4 = 20* 2 = 40; 8 + 9 + 6 = 23*2 = 46;
In step III: divide the second digit by first digit in each two numbers.
0/4 = 0; 6/4=1.5;
In step IV: subtract the second number from first number. This is the final output.
0 – 1.5 = -1.5
Q6. B) 4/2 + 0/2 + 4/2 + 6/2 = 2 + 0 + 2 + 3 = 7
Q7. C) The final output is ‘ -1.5’ = -1.5 – 7.5 = – 9.0
Q8. D) The first digit of the third number in step I is ‘4’ and the second digit of the first number is ‘8’. Hence, (4, 8)
Q9. A) The first digit of the second number in step II is ‘4’ and second digit of the first number in step II is ‘0’. Hence, 4 – 0 =4
Q10. D) The two numbers obtained in step III are 0 and 1.5. Hence, 0 * 1.5 = 0
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