# IBPS RRB Clerk 2019 Mains: Quant Test Day 14

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- Question 1 of 10
##### 1. Question

1 pointsCategory: Quantitative Aptitude**Directions (Q1-5). Table given below shows number of tickets sold in six different theatres i.e. A, B, C, D, E and F. Some tickets are sold to children and remaining tickets are sold to adults (male and females). Total number of tickets sold in each theatre are 120. Study the data carefully and answer the following questions.**

**Number of tickets sold to Males in theatre B are how much less than the number of tickets sold to females in theatre E?**Correct**Answer- 3) 18**

Explanation-

Number of tickets sold to males in theatre B = (120 – 42)/13 × 7 = 78/13 × 7 = 42

Number of tickets sold to females in theatre E = (120 – 32)/11 × 3 = 88/11 × 3 = 24

Required difference = 42 – 24 = 18Incorrect**Answer- 3) 18**

Explanation-

Number of tickets sold to males in theatre B = (120 – 42)/13 × 7 = 78/13 × 7 = 42

Number of tickets sold to females in theatre E = (120 – 32)/11 × 3 = 88/11 × 3 = 24

Required difference = 42 – 24 = 18 - Question 2 of 10
##### 2. Question

1 pointsCategory: Quantitative Aptitude**Directions (Q1-5). Table given below shows number of tickets sold in six different theatres i.e. A, B, C, D, E and F. Some tickets are sold to children and remaining tickets are sold to adults (male and females). Total number of tickets sold in each theatre are 120. Study the data carefully and answer the following questions.**

**Approximately how much percent of tickets are sold to females in theatre C out of total number of tickets in this theatre?**Correct**Answer- 5) 42%**

Explanation-

Number of tickets sold to females in theatre C = (120 – 25)/19 × 10 = 95/19 × 10 = 50

Required percentage = 50/120 × 100 = 42% (approx.)Incorrect**Answer- 5) 42%**

Explanation-

Number of tickets sold to females in theatre C = (120 – 25)/19 × 10 = 95/19 × 10 = 50

Required percentage = 50/120 × 100 = 42% (approx.) - Question 3 of 10
##### 3. Question

1 pointsCategory: Quantitative Aptitude**Directions (Q1-5). Table given below shows number of tickets sold in six different theatres i.e. A, B, C, D, E and F. Some tickets are sold to children and remaining tickets are sold to adults (male and females). Total number of tickets sold in each theatre are 120. Study the data carefully and answer the following questions.**

**Number of tickets sold to males in theatre D are how much percent more than the number of tickets sold to children in the same theatre?**Correct**Answer- 3) 20%**

Explanation-

Number of tickets sold to males in theatre D = (120 – 40)/5 × 3 = 48

Required percentage = (48 – 40)/40 × 100 = 800/40 = 20%Incorrect**Answer- 3) 20%**

Explanation-

Number of tickets sold to males in theatre D = (120 – 40)/5 × 3 = 48

Required percentage = (48 – 40)/40 × 100 = 800/40 = 20% - Question 4 of 10
##### 4. Question

1 pointsCategory: Quantitative Aptitude

**Number of tickets sold to females in theatre F are how much percent more than the number of tickets sold to males in the same theatre?**Correct**Answer- 1) 40%**

Explanation-

Required percentage = (7 – 5)/5 × 100 = 1= 200/5 = 40%Incorrect**Answer- 1) 40%**

Explanation-

Required percentage = (7 – 5)/5 × 100 = 1= 200/5 = 40% - Question 5 of 10
##### 5. Question

1 pointsCategory: Quantitative Aptitude

**How many number of females got tickets in theatre A?**Correct**Answer- 2) 24**

Explanation-

Number of females who got tickets in theatre A = (120 – 36)/7 × 2 = 84/7 × 2 = 24Incorrect**Answer- 2) 24**

Explanation-

Number of females who got tickets in theatre A = (120 – 36)/7 × 2 = 84/7 × 2 = 24 - Question 6 of 10
##### 6. Question

1 pointsCategory: Quantitative Aptitude**Directions (Q6-10).**Data was calculated for the number of male and female visitors in a museum on five days of a week i.e. Sunday, Monday, Tuesday, Wednesday and Thursday. Number of female visitors on Sunday are 40% less than that of male visitors. Number of male visitors on Monday are 20% more than that of male visitors on Sunday. Number of female visitors on Monday are 2/3 of the number of male visitors on the same day. Total number of visitors on Sunday and Monday together are 522. Number of male visitors on Wednesday are 23 more than half the number of male visitors on Tuesday. Number of female visitors on Tuesday are 3/2 of the number of male visitors on the same day. Number of female visitors on Wednesday are 29% less than that of male visitors. Number of male visitors on Thursday is equal to the average number of male visitors on Monday and Wednesday together. Number of female visitors on Thursday are 32 less than that of male visitors. Total number of visitors on Tuesday are 385.**Number of female visitors on Tuesday are how much more than the number of male visitors on Thursday?**Correct**Answer- 4) 94**

Explanation-

Let the number of male visitors on Sunday are x.

Then,

Number of female visitors on Sunday = 60% of x = 0.6x

Number of male visitors on Monday = 120% of x = 1.2x

Number of female visitors on Monday = 2/3 × 1.2x = 0.8x

We have,

x + 0.6x + 1.2x + 0.8x = 522

3.6x = 522, x = 522/3.6 = 145

Number of male visitors on Sunday = 145

Number of female visitors on Sunday = 0.6 × 145 = 87

Number of male visitors on Monday = 1.2 × 145 = 174

Number of female visitors on Monday = 0.8 × 145 = 116Let the number of male visitors on Tuesday = y

Then, number of female visitors on Tuesday = 3/2 y

We have,

3/2y + y = 385

5y/2 = 385, y = 154

Number of male visitors on Tuesday = 154

Number of female visitors on Tuesday = 3/2 × 154 = 231

Number of male visitors on Wednesday = 154/2 + 23 = 77 + 23 = 100

Number of female visitors on Wednesday = 71% of 100 = 71

Number of male visitors on Thursday = (174 + 100)/2 = 274/2 = 137

Number of female visitors on Thursday = 137 – 32 = 105Required difference = 231 – 137 = 94

Incorrect**Answer- 4) 94**

Explanation-

Let the number of male visitors on Sunday are x.

Then,

Number of female visitors on Sunday = 60% of x = 0.6x

Number of male visitors on Monday = 120% of x = 1.2x

Number of female visitors on Monday = 2/3 × 1.2x = 0.8x

We have,

x + 0.6x + 1.2x + 0.8x = 522

3.6x = 522, x = 522/3.6 = 145

Number of male visitors on Sunday = 145

Number of female visitors on Sunday = 0.6 × 145 = 87

Number of male visitors on Monday = 1.2 × 145 = 174

Number of female visitors on Monday = 0.8 × 145 = 116Let the number of male visitors on Tuesday = y

Then, number of female visitors on Tuesday = 3/2 y

We have,

3/2y + y = 385

5y/2 = 385, y = 154

Number of male visitors on Tuesday = 154

Number of female visitors on Tuesday = 3/2 × 154 = 231

Number of male visitors on Wednesday = 154/2 + 23 = 77 + 23 = 100

Number of female visitors on Wednesday = 71% of 100 = 71

Number of male visitors on Thursday = (174 + 100)/2 = 274/2 = 137

Number of female visitors on Thursday = 137 – 32 = 105Required difference = 231 – 137 = 94

- Question 7 of 10
##### 7. Question

1 pointsCategory: Quantitative Aptitude**Directions (Q6-10).**Data was calculated for the number of male and female visitors in a museum on five days of a week i.e. Sunday, Monday, Tuesday, Wednesday and Thursday. Number of female visitors on Sunday are 40% less than that of male visitors. Number of male visitors on Monday are 20% more than that of male visitors on Sunday. Number of female visitors on Monday are 2/3 of the number of male visitors on the same day. Total number of visitors on Sunday and Monday together are 522. Number of male visitors on Wednesday are 23 more than half the number of male visitors on Tuesday. Number of female visitors on Tuesday are 3/2 of the number of male visitors on the same day. Number of female visitors on Wednesday are 29% less than that of male visitors. Number of male visitors on Thursday is equal to the average number of male visitors on Monday and Wednesday together. Number of female visitors on Thursday are 32 less than that of male visitors. Total number of visitors on Tuesday are 385.**Number of female visitors on Sunday are:**Correct**Answer- 2) 87**

Explanation-

Number of female visitors on Sunday = 87 (watch the solution of Q6)Incorrect**Answer- 2) 87**

Explanation-

Number of female visitors on Sunday = 87 (watch the solution of Q6) - Question 8 of 10
##### 8. Question

1 pointsCategory: Quantitative Aptitude**Directions (Q6-10).**Data was calculated for the number of male and female visitors in a museum on five days of a week i.e. Sunday, Monday, Tuesday, Wednesday and Thursday. Number of female visitors on Sunday are 40% less than that of male visitors. Number of male visitors on Monday are 20% more than that of male visitors on Sunday. Number of female visitors on Monday are 2/3 of the number of male visitors on the same day. Total number of visitors on Sunday and Monday together are 522. Number of male visitors on Wednesday are 23 more than half the number of male visitors on Tuesday. Number of female visitors on Tuesday are 3/2 of the number of male visitors on the same day. Number of female visitors on Wednesday are 29% less than that of male visitors. Number of male visitors on Thursday is equal to the average number of male visitors on Monday and Wednesday together. Number of female visitors on Thursday are 32 less than that of male visitors. Total number of visitors on Tuesday are 385.**Number of male visitors on Sunday are approximately how much percent more than the number of female visitors on Thursday?**Correct**Answer- 5) 38%**

Explanation-

Required percentage = (145 – 105)/105 × 100 = 38% (approx.)Incorrect**Answer- 5) 38%**

Explanation-

Required percentage = (145 – 105)/105 × 100 = 38% (approx.) - Question 9 of 10
##### 9. Question

1 pointsCategory: Quantitative Aptitude**Directions (Q6-10).**Data was calculated for the number of male and female visitors in a museum on five days of a week i.e. Sunday, Monday, Tuesday, Wednesday and Thursday. Number of female visitors on Sunday are 40% less than that of male visitors. Number of male visitors on Monday are 20% more than that of male visitors on Sunday. Number of female visitors on Monday are 2/3 of the number of male visitors on the same day. Total number of visitors on Sunday and Monday together are 522. Number of male visitors on Wednesday are 23 more than half the number of male visitors on Tuesday. Number of female visitors on Tuesday are 3/2 of the number of male visitors on the same day. Number of female visitors on Wednesday are 29% less than that of male visitors. Number of male visitors on Thursday is equal to the average number of male visitors on Monday and Wednesday together. Number of female visitors on Thursday are 32 less than that of male visitors. Total number of visitors on Tuesday are 385.**Total number of male visitors on Tuesday and number of female visitors on Wednesday together are:**Correct**Answer- 3) 225**

Explanation-

Required number = 154 + 71 = 225Incorrect**Answer- 3) 225**

Explanation-

Required number = 154 + 71 = 225 - Question 10 of 10
##### 10. Question

1 pointsCategory: Quantitative Aptitude**Directions (Q6-10).**Data was calculated for the number of male and female visitors in a museum on five days of a week i.e. Sunday, Monday, Tuesday, Wednesday and Thursday. Number of female visitors on Sunday are 40% less than that of male visitors. Number of male visitors on Monday are 20% more than that of male visitors on Sunday. Number of female visitors on Monday are 2/3 of the number of male visitors on the same day. Total number of visitors on Sunday and Monday together are 522. Number of male visitors on Wednesday are 23 more than half the number of male visitors on Tuesday. Number of female visitors on Tuesday are 3/2 of the number of male visitors on the same day. Number of female visitors on Wednesday are 29% less than that of male visitors. Number of male visitors on Thursday is equal to the average number of male visitors on Monday and Wednesday together. Number of female visitors on Thursday are 32 less than that of male visitors. Total number of visitors on Tuesday are 385.**Number of female visitors on Wednesday are approximately how much percent of the number of female visitors on Monday?**Correct**Answer- 3) 61%**

Explanation-

Required percentage = 71/116 × 100 = 61% (approx.)Incorrect**Answer- 3) 61%**

Explanation-

Required percentage = 71/116 × 100 = 61% (approx.)

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