Bissoy.com
Doctors Medicines MCQs Q&A

1/8 th of the audience of a program Jabardast were children, 2/5th of the audience were men and the rest women. If the number of women audience is 380, find the total number of audience in the program?

1/8 th of the audience of a program Jabardast were children, 2/5th of the audience were men and the rest women. If the number of women audience is 380, find the total number of audience in the program? Correct Answer 800

Related Questions

In the following question, the 1st and the last part of the sentence/passage are numbered 1 and 6. The rest of the sentence/ the passage is split into four parts and named P, Q, R and S. These four parts are not given in their proper order. Read the sentence/ passage and find out which of the four combinations is correct. 1.  Women CEOs face more negative backlash over ethics violations compared to male leaders. P. Thus men are considered more culpable in business failings, and that women are more nurturing than men, which makes them more at fault in actions that harm or disappoint others. Q. The findings expose some of society’s most rigidly ingrained stereotypes — that men are more competent than women. R. By contrast, the study also found a reverse gender bias in the public’s perception of business leadership: women leaders faced less flack for failures of competence than men. S. The findings are part of a broader slew of recent research focused both on evaluating the performance of male versus female business leaders (women tend to come out on top), as well as the public perception of male leaders v/s female leaders. 6. Perhaps, slowly, we’re realizing men should be as responsible for ethical conduct as women — which means we may not be far off from considering women just as competent as men. 
The following questions have three statements. Study the question and the statements and decide which of the statement(s) is/are necessary to answer the question. In a certain election, total 480 men and 385 women voted for the winning candidate. Find the total number of men and women who voted in the election. Statement I∶ The ratio of number of men and women who voted in the election is 12 ∶ 11. Statement II∶ 100 more men than total women have voted in the election.  Statement III∶ 40% of the men and 35% of the women voted for the winning candidate. 
In three 20-20 cricket match series play in three different stadiums whose capacities ratio 3 ∶ 2 ∶ 1 are packed with male and female audience. The ratio of male and female audience in the stadium are 5 ∶ 2, 4 ∶ 1, and 4 ∶ 1 respectively. On special demand of audience one more match is played and the total audience for the match is sum of 1 / 3 of first match audience, 1 / 2 of second match audience and 1 / 7 of third match audience then find the percent of female in the fourth match.
There are 500 children in a village. 49% of children watch Doraemon and 53% of children watch Sinchain and 62% of children watch Tom & Jerry. 27% of children watch both Doraemon and Sinchain. 29% of children watch both Sinchain and Tom & Jerry. 28% of children watch both Doraemon and Tom & Jerry. 5% of children don’t watch any cartoons. Find the number of children who watch at least two of the given cartoons.
In a factory, there are equal number of men and children. Men work 9 hours a day and children work 6 hours a day. In festive season, the work load goes up by 60%. Due to restriction on children, they can only work 6 hours a day. So the extra work is done by men. If the men and children are equally efficient, then what extra work hours are out on men every day?
The ratio of men to women is 3 ∶ 4 and the ratio of women to children is 7 ∶ 5. If men increased 25% , women increased in the ratio 3 ∶ 4 and the children increased 20%. What is the ratio of men, women and children after increased?
There are three gyms A, B and C. Each of them have men and women. The number of men in A is the average of the men in B and C. The average number of women in A and C is equal to the number of women in B. The number of women in B is 60 and Men in A and B are 72 and 36 respectively. What is the average number of members in A, B and C?
3 men,5 women and 8 children can earn Rs. 19200 in 12 days while 4 men,3 women and 5 children can earn rs 14,560 in 8 days. Find how much amount 2 men,2 women and 11 children can earn in 10 days?
The total population of a town is 26000. 25% of total men are educated. The ratio between the total number of women and the number of uneducated men is 2 : 5. 2 / 3 of the total numbers of women are educated. Then find the educated men are what percent of the number of educated women?
In a group of 120 people, one-fifth are men, one-fourth are women and the rest children. The average age of women is five-sixth of the average age of men. Average age of children is one-fourth of the average age of men. If average age of men is 60 years, what is the average age of the group?