Question

50 boxes are arranged on a table numbered from 1 to 50 in the serial order. There are 50 students who are also numbered
from 1 to 50 where each student has some coins. The students arrange the coins in the following pattern.
A student numbered 1 places 1 coin in all the boxes where the value of the coins is in multiples of 1.
A student numbered 2 places 1 coin in all the boxes where the value of the coins are in multiples of 2 and so on.....​

Answer 1

Answer:

number of boxes on the table is equal to 50

number of students are there is equal to 50

coin put by a student is equal to 1

first coin is the multiple of one second coin the multiple of 2 like this 50 coin is the multiple of 50 we have to make the series and you will find the answer

Step-by-step explanation:

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Answer 2

Note: the given question is incompleted and the completed is as follows:

There are 50 boxes and 50 students. Student 1 keeps 1 coin in every box where the value of the coins is in multiples of 1., pA student numbered 2 places 1 coin in all the boxes where the value of the coins are in multiples of 2 and so on. Find the total number of coins kept in the 50th box.

To find:  Find the total number of coins kept in the 50th box.

Solution:

Understand that,

Coins in the 50th box will be kept by 1st, 2nd, 5th, 10th, 25th and 50th student is a factor of 50.

Number of coins is,

$=1+5+10+25+50\\= 93 coins$

Hence, the total number of coins kept in 50th box is 93.