**Directions (1-5): Answer the questions on the basis of the information given below.**

**Table I shown below represent the grades obtained by ten different students in five different subjects.**

**Table II represents the range of marks for which a candidate would obtain a specific range. For example, a candidate scoring 95 marks in any subject will receive an A+ grade in that subject.**

**Note: The marks scored by any student in any subject is an integer.**

**Q1. If Pooja has scored the minimum possible marks, then find the percentage marks of Pooja?**

(a) 70%

(b) 75%

(c) 60%

(d) 80%

(e) 65%

**Q2. Find the minimum possible total marks which could have been scored by all the ten candidates in Employment Law.**

(a) 659

(b) 750

(c) 650

(d) 656

(e) None of the above

**Q3. Which of the following cannot be the marks scored by Vishakha in all the five subjects combined?**

(a) 420

(b) 375

(c) 360

(d) Both (a) and (b)

(e) None of the above

**Q4. The total marks scored (in all the five subjects) by how many candidates must be less than 450?**

(a) 1

(b) 0

(c) 10

(d) 8

(e) Cannot be determined

**Q5. If Divyanshu scores more than Ritu, which of the following cannot be the marks scored by Divyanshu?**

(a) 345

(b) 350

(c) 355

(d) 348

(e) All of the above

Answer & Explanation

**Answer (1-5):**

L = lower limit

U = upper limit

The lower limit and upper limit of marks for students can be calculated for illustration.

**1. (b)**

**Total minimum marks of Pooja = 375**

**Total maximum marks = 500**

**Required % = 375/500*100=75%**

**2. (a)**

**Subject: Employment Law**

**L = 2(91) + 3(81) + 2(71) + 1(51) + 1(41) + 1(0) = 182 + 243 + 142 + 51 + 41 + 0 = 659**

**3. (c)**

**Vishakha cannot score less than 375.**

**4. (c)**

**The upper limit of the marks for all the candidates is less than 450. So, all the candidates must have obtained total marks less than 450.**

**5. (e)**

**Divyanshu – [345, 390]**

**Ritu – [355, 400]**

**Divyanshu must score more than 355. He cannot score, 345 or 348 or 350 or 355.**