**Directions (1-5): **A string of numbers is given as input. The further steps given are obtained by applying certain logic. Numbers of step II have been obtained by using at least 1 digit of each number in step I. Each step is a resultant of previous step only.

**Input:**

- What is the average of numbers obtained in step 2?

A) 52

B) 56

C) 45

D) 65

E) Other than options given

View Answer

**Option C**
**Solution:**

For given example:

**For given input:::**
Step I: 78……86…..86

Step II: 48……42

Step III: 2……..0.5

Step IV: 2.5

- What is the smallest number obtained in any step of given input?

A) 1

B) 0.5

C) 2

D) 3

E) 1.5

- Find the difference between sum of numbers obtained in 1
^{st} step and sum of numbers obtained in all other steps.

A) 175

B) 195

C) 125

D) 115

E) 155

View Answer

**Option E**

**Solution:**

Required difference = (78+86+86) – (48+42+2+0.5+2.5) = 250 – 95 = 155

- What is the difference between the largest and the second smallest numbers obtained in any steps?

A) 84

B) 70

C) 60

D) 61

E) 58

View Answer

**Option A**

**Solution:**

Required difference = 86 – 2

- What is the average of numbers obtained in steps II and III?

A) 26.135

B) 21.145

C) 23.125

D) 24.175

E) 27.155

View Answer

**Option C**

**Solution:**

Required average =(48+42+2+0.5)/4 = 23.125

**Directions (6-10):** A string of numbers is given as input. The further steps given are obtained by applying certain logic. Numbers of step II have been obtained by using at least 1 digit of each number in step I. Each step is a resultant of previous step only.

**Input:**

- What is the average of numbers obtained in step II and step IV?

A) 327

B) 462

C) 535

D) 342

E) 442

View Answer

**Option D**
**Solution:**

For given example:

For given input:::
Step I: 79…..…99……..68

Step II: 378…….648

Step III: 80……..80

Step IV: 0

Required average = (378+648+0)/3 = 342

- What is the ratio of numbers obtained in Step III respectively?

A) 3 : 7

B) 1 : 3

C) 4 : 1

D) 4 : 5

E) 1 : 1

View Answer

**Option E**

**Solution:**

80/80 = 1/1

- Find the difference between sum of numbers obtained in step II and sum of numbers obtained in all other steps.

A) 620

B) 770

C) 650

D) 710

E) 690

View Answer

**Option A**

**Solution:**

Required difference = (378+648) – (79+99+68+80+80+0)

- What is the difference between the largest and the smallest numbers obtained in step I?

A) 47

B) 40

C) 30

D) 31

E) 28

View Answer

**Option D**

**Solution:**

Required difference = 99 – 68

- If number in step IV of given example was 34 instead of 6, then what would be the number obtained in step IV of asked input?

A) 130

B) 160

C) 120

D) 160

E) Cannot be determined

View Answer

**Option B**

**Solution:**

20-14 = 6, but instead 20+14 = 34

So for given input 80+80 = 160

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