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Schooling in the city is more advantageo...

Schooling in the city is more advantageous than school in the village

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The probabilities of two students A and B coming to the school in time are 3/7" " and 5/7 respectively. Assuming that the events, A coming in time and B coming in time are independent, find the probability of only one of them coming to the school in time. Write at least one advantage of coming to school in time.

Study the following pie-charts carefully to answer the questions. If 70 percent children from village D go to school then what is the number of children attending school from village D ?

Do you agree with Margie that schools today are more fun than the school in the story? Give reasons for your answer.

(A) The english medium school in the locality has decided to admit only those students who reside in area. Where the school is located from the next academic session. (B) Many school in the city admit students residing anywhere within the city limit.

School Win a village, provides education from nursery to standard 4. In the same village, School B and school k provide alucation Livin standard 3 to 10. School F, which is in a nearby town, provides higher secondary education, that is, standard 11^"th" and 12^"th" only. The village has only three schools. Parents in the village have requested for more schools to the local panchayat Which conclusion follows the given statements? A. Schools are less in the village becarise parents do not want their children to study B. Due to lack of teachers, village schools cannot compete with town schools C. For higher secondary education, children of the village have to travel to the nearty town. D. Parerts will send their loda to town, if school F provides primary education too.

Problem solving is more likely to succeed in schools where

In school X, the number of boys is more than that of the firls by 40%. In school Y, the number of girls is more than that of boys by 50%. If 50% boys in school X is equal to 70% of girls in school Y, what is the ratio between the number of students of school X and School Y?

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