The length of a soap is 7 cm, breadth 5 cm
and height 2.5 cm. How many soaps can be
placed in a box of length 56 cm, breadth
40 cm, height 25 cm?
Answers
Answer:
Step-by-step explanation:
soap cakes of dimension .
generally soap dimensions in cuboid .
length of soap cakes = 7cm
breadth of soap cakes = 5cm
height of soap cakes = 2.5cm
volume of cuboid = l × b × h
=7 × 5 × 2.5
=35 × 2.5
=87.5 cm^3
a box dimensions find
length of box dimensions = 56cm
breadth of box dimensions = 40cm
height of box dimensions = 25cm
volume of box dimensions = l × b × h
=56 × 40 × 25
=56 × 1000
=56000 cm3 .
again we find volume of box ,
no of soap cakes × volume of one soap = volume of box .
no of soap cakes × 87.5 = 56000
no of soap cakes = 56000÷87.5
no. of soap cakes = 640
therefore the no of soap cakes 640 .
Answer:
no.of soaps that can be placed in the box are 640
Step-by-step explanation:
volume of the soap = l×b×h
volume of the soap = 7×5×2.5 = 87.5 cm³
volume of the box = 56×40×25
volume of the box = 56000
no.of boxes = (volume of the box)/(volume of the soap)
no. of boxes = 56000/87.5 = 640
no.of soaps that can be placed in the box are 640