For a spherical particle of radius r the volume to surface area ratio is
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volume:surface area
4/3 pie r2 : 4 pie r2
4/3 pie r2= 4 pie r2
1/3= 1
1=3
1:3
4/3 pie r2 : 4 pie r2
4/3 pie r2= 4 pie r2
1/3= 1
1=3
1:3
Answered by
0
hello users ....
solution:-
we know that ;
for a sphere of radius r
the volume = 4/3×π r³ cube unit
and
surface area = 4πr² square unit
Now,
the ratio of volume to the surface area is
=> volume of sphere / surface area of sphere
=> 4/3×πr³ / 4πr²
=> r/3
= r : 3 Answer
⭐✡ hope it helps ⭐✡
solution:-
we know that ;
for a sphere of radius r
the volume = 4/3×π r³ cube unit
and
surface area = 4πr² square unit
Now,
the ratio of volume to the surface area is
=> volume of sphere / surface area of sphere
=> 4/3×πr³ / 4πr²
=> r/3
= r : 3 Answer
⭐✡ hope it helps ⭐✡
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