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Seven people, Kamal, Nalini, Namrata, Sheela, Shakti, Arun and Sukanya, study three different subjects - Mathematics, Science and Physics in three different schools - P, Q and R. Less than two and no more than three people study the same subject. Less than two and not more than three people study in the same school. Namrata studies Mathematics in school P which has only one more student named Shakti. Kamal does not study in school R but he is a student of mathematics. Shakti and Sukanya study the same subject. Sheila studies physics in school R. Nalini is also a student of school R. Arun and Sukanya do not study in school R. Nalini and Shakti study science. Arun is a student of which subject?
Ramesh has made a schedule of studying his seven subjects on each day. He decided to study maths on Friday and two days after it he will study English. He decided to study Science on Wednesday and after it Social Science. He decided not to study Arts on either Monday or Tuesday. 3 days before Friday he will study Hindi. He will study GK on someday as well. Which subject will he study on Thursday?
The pie chart given below shows the number of female students in different subjects. The number of female students in a particular subject is shown as a percentage of a total number of female students in all the subjects together. If the total number of female students is 3600, then what is the difference in the number of female students in subjects S1 and S4?
Female rabbits are either juvenile or adult. Each month, each juvenile grows to adulthood and each adult female gives birth (on average) to one juvenile female. Starting with one juvenile female rabbit, how many female rabbits will there be after 10 months ?
Each question below is followed by two statements I and II. You have to determine whether the data given in the statements are sufficient for answering the question. You should use the data and your knowledge of Mathematics to choose the best possible answer. What is the average weight of new students added? I. In a class 60% students are male and there average weight is 15 kg more than the female students, 9 males and 6 new female students joined the class and the average weight of the class increased by 0.84 II. Total male students in the class is 12 more than female students adding 9 male students to the class increases the average weight of male students by 1 kg and adding 6 female students increases the average weight of female students by 0.6.
Which among the following is correct regarding male-female inter and intra-state migration in India as per Census-2011 data? 1. In intra-state migration, male outnumbers female in rural to urban migration 2. In inter-state migration, male outnumbers female in rural to urban migration 3. In intra-state migration, female outnumbers male in rural to rural migration 4. In inter-state migration, male outnumbers female in rural to rural migration
The following question has two statements. Study the question and the statements and decide which of the statement(s) is necessary to answer the question. A committee of 5 people is to be formed with 2 female and 3 male trainers. The “talent pool” from where trainers are to be shortlisted has total ‘x’ female and ‘y’ male trainers. The probability of choosing the committee is given as 3/5. What is the total number of trainers in the “talent pool”? I) The number of ways in which 2 trainers can be chosen from the “talent pool” is 15. II) The number of ways 2 female trainers can be chosen from ‘x’ female trainers is 3.
Consider the following statements. 1. Pistil is the female reproductive part and stamen is the male reproductive part of a flower. 2. Hibiscus and Watermelon are examples of unisexual flowers. Which among the above is/are correct statements.
In a school function sweets are distributed among students. Initially the number of male and female students is 3 ∶ 2 when 50 female students are added the ratio becomes 4 ∶ 3. Now the sweets received by male and female students are equal. Calculate the sweets distributed among students earlier, if female students get 1 sweet more than male students.
40% of the employees of a company are female and remaining are male. Of the female candidates only 30% are regional employees and all others are immigrants. The total employees are 1000. What is the minimum number of females that the company should hire in a local hiring drive so that the number of local female employees is equal to that of immigrants female employees?