Bissoy.com
Doctors Medicines MCQs Q&A

Related Questions

UPA government has decided to distribute laptops, mobile phones and tablet under its new campaign for the empowerment and elementary education for girls in schools and colleges. They distributed laptops for college girls, mobile for safety purposes and tablets to girls studying in classes 10 up-to classes 12. The state has total 35 Lakh girls, out of which 20% are not getting any education and 5% of the remaining are in college and 10% of the remaining are studying in class 10 to class 12, and the girls who are in PG got 4,20,000 total tablets, which contributes the 15% of the distribution, then find the number of laptops which were distributed. (The distribution is according to the number of girls). 
The number of students enrolled in different streams in a college is shown in the following table. Science Arts Commerce Vocational Girls Boys Girls Boys Girls Boys Girls Boys 35 18 25 47 45 40 10 30   The ratio of the total number of boys to that of girls in the college is:
Given below are three quantities named A, B and C. Based on the given information, determine the relation among the three quantities. Total number of pupils in three classes of a school is 1288. The ratio of children in three classes X, Y, Z is 39 : 64 : 58. In class X number of boys are 26 less than number of girls. Number of boys in class Y is 67.83% more than the number of boys in class X. And, girls in class Z are 25.36% less than the number of girls in class Y. (In calculating number of boys and girls, the decimal value must be rounded off to nearest whole number). Quantity A: Number of boys in class Z. Quantity B: Number of girls in class X. Quantity C: Number of girls in class Y.
The following question is accompanied by two statements (I) and (II). You have to determine which statement(s) is/are sufficient/necessary to answer the questions. Find the number of boys in the college, if 60% of boys and 40% of girls participated in an event. (If number of boys are equal to the number of girls). I. The number of girls participated in the event is 120 less than the number of boys.  II. The number of girls in the college is 25% more than that of the boys participated in the event.
In a college, the ratio of boys to girls is 29 : 33 respectively. When 142 more boys join the college, this ratio becomes 21 :19. How many more girls should join the college to make the number of boys and girls equal?
The ratio of boys to girls in class A is 3 to 4 . The ratio of boys to girls in class B is 4 to 5 . If the two classes were combined, the ratio of boys to girls in class B is two less than the number of girls in class A. How many girls are in class A?
The data given in the table shows the number of boys and girls enrolled in three different streams in a school over 5 years. (2012 to 2020)   Years Arts Science Commerce Boys Girls Boys Girls Boys Girls 2012 48 36 40 35 35 45 2014 42 43 42 32 32 42 2016 45 42 38 30 36 38 2018 39 46 41 23 28 34 2020 36 43 39 30 39 41 What is the difference between the average of the number of boys in the commerce stream for the 5 years and the average of the number of the girls in the Arts stream for the 5 years?
The data given in the table shows the number of boys and girls enrolled in three different streams in a school over 5 years. Years Arts Science Commerce Boys Girls Boys Girls Boys Girls 2012 48 36 40 35 35 45 2014 42 43 42 32 32 42 2016 45 42 38 30 36 38 2018 39 46 41 23 28 34 2020 36 43 39 30 39 41 What is the ratio of the total number of boys in the year 2014 to the total number of girls in the year 2020 ?
The data given in the table shows the number of boys and girls enrolled in three different streams in a school over 5 years. Years Arts Science Commerce   Boys Girls Boys Girls Boys Girls 2012 48 36 40 35 35 45 2014 42 43 42 32 32 42 2016 45 42 38 30 36 38 2018 39 46 41 23 28 34 2020 36 43 39 30 39 41   The number of boys in Science stream in the years 2012 and 2016 taken together is what percent of the number of girls for all the years in the Commerce stream?
Girls in a shopping mall like dresses of three different colors; Red, Blue, and Black. 45% of total girls like red color dress, out of which 60% like only red color. If 36 girls like red color dress along with at least one more color, 10% like both red and blue color while 60% of total girls like black color dress, then how many girls like black color or blue or both color dress but not red color?