in summer vacations a summer camp is organised for students where they stay in conical tentes of radius 12m each - Maths - Surface Areas and Volumes

Question

in summer vacations a summer camp is organised for students
where they stay in conical tentes of radius 12m each tent has 2 m
wide path around it for movement if the lenght wher these tents are
arectyed is a rectangular field of dimensions 1 4 200 m,how many
tents are possible in this field

Utsav · Accepted Answer

Radius of the circular base of conical tent = 12 mAnd the width of
the path = 2mArea of the circular base of 1 conical tent along with
path =
π(12m+2m)2=π(14m)2=227×14m×14m=616m2Now as
the dimensions of rectangular field is not clear ,so taking the
dimensions as length = l and breadth =bHence area =
l×b∴Number of tents possible = area of the rectangular
fieldarea of circular base of 1 conical tent=l×b616 m2

Hence on putting the value of l and b, you can easily find the
number of tents possible

in summer vacations a summer camp is organised for students where they stay in conical tentes of radius 12m.each tent has 2 m wide path around it for movement.if the lenght wher these tents are arectyed is a rectangular field of dimensions 1.4 200 m,how many tents are possible in this field