Some of the friends decided to go on a picnic they
decided to go on a bike if the biker decided to take one
pillion with him then there is no means of travel for the
people as equal to the no of bike + 1. if they decided to
go on two trip three bike r left unused in the second trip
find the no of person having bike?
if there is n bikes then the no of people are 2n + 1.
n in first trip,in second trip 3 bikes unused,so,2(n-3)+n
covers 2n+1 people. i.e. n + 2(n-3) = 2n +1…
n = 7
If there are n bikes then the no. of people are 2n+1. n are dropped in firs trip, in second trip 3 bikes are unused, so 2n-3 + n covers 2n+1 people. i.e. n + 2n – 3 = 2n +1
n = 4
No. of people = 9
if there is n bikes then the no of people are 2n + 1.
n in first trip,in second trip 3 bikes unused,so,2(n-3)+n
covers 2n+1 people. i.e. n + 2(n-3) = 2n +1…
n = 7
If there are n bikes then the no. of people are 2n+1. n are dropped in firs trip, in second trip 3 bikes are unused, so 2n-3 + n covers 2n+1 people. i.e. n + 2n – 3 = 2n +1
n = 4
No. of people = 9