class teacher of a school taught the students to prepare cylindrical pen holders out of a cardboard in a class of strength 42 if each child prepare a pen holder of radius 5 cm and height 14 cm how much cardboard was consumed
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A pen holder will have shape of a hollow cylinder with open top, so, surface area of one such open holder will be :- 2πrl + πr^2
so, cardboard consumed in one pen holder = 2π( 5×14 + 5×5) = 2π ( 95) cm^3
strength of class is 42, so, total cardboard used is 40 × 190π cm^3
= 23864 cm^3
= 0.023 m^3
so, cardboard consumed in one pen holder = 2π( 5×14 + 5×5) = 2π ( 95) cm^3
strength of class is 42, so, total cardboard used is 40 × 190π cm^3
= 23864 cm^3
= 0.023 m^3
Ayluma1:
I think this answer is wrong
Answered by
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r=5cm. h=14cm
area of one holder=CSA of cylinder+ar of base
=2πrh+πr sq.
=2π5×14+5π
=140π+5π
=145π
total cardboard consumed by 42students
=145π×42
=6090π
=19122.6cm
area of one holder=CSA of cylinder+ar of base
=2πrh+πr sq.
=2π5×14+5π
=140π+5π
=145π
total cardboard consumed by 42students
=145π×42
=6090π
=19122.6cm
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