Doubtnut Live Classes!! :D Class - 10th | Hindi Medium Students... Yahan dekhen : https://doubtnut.app.link/N2Ujy2iLX9

Doubtnut Live Class Launch for Class 6th | Big Announcement | Good News for Students

Doubtnut Live Class Launch for Class 7th & 8th |Big Announcement |Good News for Class 7 & 8 Students

Read the given question and decide which of the following statements is/are sufficient to answer the question. What is the number of students in the class? Statements: 1) The class contains 10^(th) class students. 2) The class contains 6 girls and boys.

There are 5 students in class 10, 6 students in class 11 and 8 students in class 12. If the number of ways, in which 10 students can be selected from them so as to include at least 2 students from each class and at most 5 students from the total 11 students of class 10 and 11 is 100 k, then k is equal to _______.

In class 12 there are 8 students. In class 11 there are 6 students .In class 10 there are 5 students . Total ways of selecting 10 students , such that there are at least 2 students from each class and at most 5 students from 11 students of Class 10 and 11 combined is 100k. Then find value of k

In a class of 50 students, 25 take Bengali, 16 take Hindi, 12 students take no language. How many take both Bengali and Hindi? (a) 3 (b) 4 (c) 9 (d) 13

Daily Live Class - Quiz Contest RULES - 1) Every question asked during the Quiz in Live Class will get 1 point on the correct answer 2) The 100 students who give the fastest and correct answer will get a cash prize of 1000 ₹. 3) Students who have given at least 3 correct answers, 5 students will get a cash prize of ₹ 10,000 through Lucky Draw. 4) Money will be paid to the winners for which PayTm must be in your phone with KYC

Which of the statements is sufficient to answer the question? Question: Find the total number of students in a class if the class has some boys and some girls. Statements: I. The number of boys in a class is 10. II. The number of girls in a class is 2 more than the number of boys. (a)Only statement II is sufficient (b)Either statement I or II is sufficient (c)Both statements I and II are sufficient (d)Only statement I is sufficient