### A movie is played in five different theatres after release. The chart represents the total capacity of each theatre, the total number of audiences, and the number of female audiences in each theatre on the 1st-day 1st show after the release of the movie.

#### 1. The total number of male audiences who watched the movie in theatre E is what percentage of the total number of audience who watched the movie in theatre E?

A 55%

B 65%

C 45%

D 60%

E 70%

**D**

**The total number of male audiences who watched the movie in theatre E = (3015 – 1206) = 1809**

**Reqd % = 1809/3015 X 100= 60%**

**Hence, option D is correct.**

**2. Find the number of seats which has remained vacant in all the five movie theatres together.**

A 1537

B 1206

C 1372

D 1140

E 1486

**Correct Option: B**

**Total number of seats in all the five movie theatres together = 2760 + 3250 + 3480 + 2900 + 3350 = 16100**

**Total number of persons who watched the movie in all the five theatres together = 2484 + 3050 + 3648 + 2697 + 3015 = 14894**

**Therefore, the number of seats which has remained vacant in all the five movie theatres together = 16100 – 14894 = 1206**

**Hence, option B is correct.**

**3. What is the difference between the number of males and the number of females who watched the movie in all the five movie theatres together?**

A 64

B 89

C 51

D 30

E 103

**Correct Option: A**

**Number of females who watched the movie in all the five theatres together = (1296 + 1600 + 2304 + 1073 + 1206) = 7479**

**Total number of peoples who watched the movie in all the five theatres together = (2484 + 3050 + 3648 + 2697 + 3015) = 14894**

**So, total number of males who watched the movie in all the five theatres together = (14894 – 7479) = 7415**

**Therefore, required difference = (7479 – 7415) = 64**

**Hence, option A is correct.**

**4. What is the ratio of the number of males to the number of females who watched the movie in theatre C?**

A 8 : 13

B 6 : 13

C 7 : 12

D 4 : 9

E None of these

**Correct Option: C**

**The total number of females who watched the movie in theatre C = 2304**

**So, the total number of males who watched the movie in theatre C = (3648 – 2304) = 1344**

**Required Ratio = 1344 : 2304 = 7 : 12**

**Hence, option C is correct.**

**5. The ratio of the number of audience in the 1st show to the number of audience in the 2nd show in theatre A is 23 : 25 respectively. If the ratio of the number of males to the number of females who have watched the movie in the 2nd show is 4 : 5 respectively then find the number of males who have watched the movie in the 2nd show in theatre A. **

A 1280

B 1200

C 1204

D 1236

E 1248

**Correct Option: B**

**Let the total number of audiences who have watched the movie in the 1st show and the total number of audiences who have watched the movie in the 2nd show in theatre A is 23x and 25x, respectively.**

**So, 23x = 2484 ; x = 108**

**Therefore, the total number of audience who have watched the movie in the 2nd show in theatre A = 25x =2700**

**So, the number of males who have watched the movie in the 2nd show in theatre A**

**= 4/9 × 2700 = 1200**

**Hence, option B is correct.**