**Directions (1-5): Each of the following questions is provided with 2 statements i.e. Statement I & Statement II. You have to study them and find which statement (s) is/are necessary to answer the question as per the instruction set given below.**

(a) Only Statement I is sufficient to give the answer of the question

(b) Only Statement II is sufficient to give the answer of the question

(c) Neither Statement I nor Statement II is sufficient to give the answer of the question

(d) Either Statement I or Statement II is sufficient to give the answer of the question

(e) Both Statement I & Statement II is sufficient to give the answer of the question

**Q1. What is value of **

**Statement I:** 50% of a is 25% of b.

**Statement II:** 30% of a is 15.

**Q2. How many cars are there in the parking?**

**Statement I:** if 10 cars more is parked, it will be twice of actual cars parked.

**Statement II:** there is a space for 10 more cars.

**Q3. What is average age of P, Q & R?**

**Statement I:** average age of P and R is 15 years.

**Statement II:** Q is 4 years younger to P.

**Q4. What is speed of train? (in kmph)**

**Statement I:** The train crosses a man standing at platform in 10 sec & it’s length is 100 m.

**Statement II:** The train covers a journey of 200 kms in 4 hours.

**Q5. What is area of circle?**

**Statement I:** the perimeter of circle is equal to perimeter of square.

**Statement II:** the perimeter of semicircle of same radius as of circle is 36 cm.

**Directions (6-7): Each of the following questions is provided with 2 statements i.e. Statement I & Statement II. You have to study them and find which statement (s) is/are necessary to answer the question as per the instruction set given below.**

(a) Only Statement I is necessary

(b) Either Statement I or Statement II is sufficient to answer

(c) Both Statement I & Statement II are necessary to answer

(d) Only Statement II is necessary

(e) Neither Statement I nor Statement II is sufficient to answer

**Q6. What is speed of boat in still water?**

**Statement I:** the speed of boat in downstream is 20 kmph.

**Statement II:** the upstream speed is 12 kmph.

**Q7. How many blue balls are in the bag?**

**Statement I:** there are 20 balls in the bag of which red balls are 5.

**Statement II:** the probability of drawing a blue ball from bag having 20 balls is 0.25.

**Directions (8-12): In the given questions, two quantities are given, one as Quantity I and another as Quantity II. You have to determine relationship between two quantities and choose the appropriate option.**

(a) Quantity I > Quantity II

(b) Quantity I < Quantity II

(c) Quantity I ≥ Quantity II

(d) Quantity I ≤ Quantity II

(e) Quantity I = Quantity II or no relation

**Q8. 7x men can complete a piece of work in x/4 days while 3y men can complete the same work in 3y/7 days.**

**Quantity I:** Value of

**Quantity II:** Value of y + 5

**Q9. Quantity I :** Sum of first 50 odd natural numbers.

**Quantity II :** sum of first 50 even natural numbers.

**Q10**. **Quantity** I: A can do a piece of work in 4 days and B can do the same piece of work in 6 days. C is 20 % more efficient than B, no. of days to complete the work when all work together.

**Quantity** II: P can do a piece of work in 15 days while Q can do the same piece of work in 22 days, working together no. of days required by P and Q to complete the work.

**Q11**. **Quantity** I (in km/hr.): A train crosses a pole in 8 seconds and a 200m long platform in 28 seconds. What is speed of the train? (km/hr)

**Quantity** II (in days): P can complete a work in 45 days and P and Q together can complete the same work in 18 days. In how many days Q alone will do the same work?

**Q12. Quantity I (in cm): area of rectangle is 270cm² and difference between length and breadth is 3cm. Find the sum of length and breadth? **

Quantity II (y): y²-31y – 66 = 0

**Directions (13-15): What should come in place of question mark (?) in the following questions?**

**Q15. 4444 ÷ 44 + 3003 ÷ 3 =? + 841**

(a) 271

(b) 261

(c) 251

(d) 281

(e) 291

**Solution**

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