Question

Sanjay has 15 toffee, raj has 20 toffee and sanjana has 25 toffees. They want to make packets with an equal number of toffee in each packets with no toffee left behind. Find the maximum toffees that should be there in each packet?

Answer 1

Answer:

Sanjay has 5 toffee in each packet, Raj has 5 toffee in each packet & sanjana has 5 toffee in each packet.

Answer 2

Answer:

The maximum toffees that should be there in each packet is 20 toffees.

Given:

Sanjay has 15 toffee, raj has 20 toffee and sanjana has 25 toffees. They want to make packets with an equal number of toffee in each packets with no toffee left behind.  

To find:

The maximum toffees that should be there in each packet

Solution:

Sanjay has toffee = 15

Raj has toffee = 20

Sanjana has toffee = 25

The total number of packets = 3

To make equal number of toffees in each packet,

15 + 20 + 25 = 60

In each packet = $\frac{60}{3}$

= 20 toffees must be present.