Rs 6500 were divided equally among a certain number of persons. Had there been 15 more persons, each would have got Rs 30 less. Find the original number of persons.

₹ 6,500 were divided equally among a certain number of persons. Had there been 15 more persons, each would have got ₹ 30 less. Find the original number of persons?

Rs 6500were divided equally among a certain number of persons.Had there been 15 more persons,each would have got Rs30 less.Find the original number of persons.

Rs.9000 were divided equally among a certain number of persons.Had there been 20 more persons,each would have got Rs.160 less. Find the original number of persons.

₹ 250 were divided equally among a certain number of children. If there were 25 more children, each would have received 50 paise less. Find the number of children.

300 apples are distributed equally among a certain number of students. Had three been 10 more students, each would have received one apple less. Find the number of students.

A sum of money is equally divided among a number of children.Had there been 16 children more,each would have received Rs 2 less and had there been 16 fewer,each would have received Rs 3 more.Find the sum of the money distributed.(a) Rs 880(b) Rs 896 (c) Rs 928 (d) Rs 960

A certain amount is equally distributed among certain number of studants. Each would get ₹ 2 less if 10 students were more and each would get ₹6 more is 15 students were less. Find the number of students and the amount distributed.

x^(2)+px+q=0 and x^(2)+rx+s=0 has real roots.If equation (a^(2)+b^(2))x^(2)+2(ac+bd)x+(c^(2)+d^(2))=0 has no real rots.Then prove that ad!=bc.6500 were divided equally among a certain number of persons.Had there been 15 more persons,