300 apples are distributed equally among a certain number of students. Had there been 10 more students, each would have received one apple less. Find the number of students.
Let x be the no. of students and y is the number of apples taken by each person.
––––––(1)
when 10 more students appear then,
–––––(2)
On solving both (1) and (2) equation
subtracting (2) from (1)
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3000 = x2 + 10x
x2 + 10x – 3000 = 0
On applying Sreedhracharya formula
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X = – 60 or X = 50
The number of students are 50. (as only positive values are considered).
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