a spherical fish bowl has a radius of 21cm. how many ml of water is needed to fill half the bowl?
volume of sphere given by formula \[\frac{ 4 }{ 3 } *\pi* r^{3}\]
to fill half just half the value you get from formula
a spherical fish bowl has a radius of 21cm. how many ml of water is needed to fill half the bowl?
for full and for half devide by 2
=(1/2 )*(4/3)*pi* (0.21 m )^3
after calculation convert volume in ml
not quite to fill the bowl you need 2/3 πr^3 cc's
thats 2/3pi*r^3
for full and for half devide by 2 right
no not quite. If the height of the water level is half the radius of the bowl then the volume is 5/24*pi*r^3
alekos u feel sleepy
V = (pi*h^2)(3r-h)/3
that is a sphere ...
half fill means u have to fill half oh the sphere that is half volume of the sphere to be filled
No a fish bowl is half a sphere
read the Q it is spherical nothing is said about its base
so we will consider it like a ball
It says " a spherical fish bowl" not a "sphere"
ok i git it
mirzah. have they given you an answer?
okkk how u will find the height
i'm assuming that the height is half the radius because it says "half fill the bowl"
hahahahaha...that means it is full sphere lolllllllll
no it aint
than how u can consider h=r/2
for ur kind info bowl will be flat at base ...so not complete sphere and mouth will also open
because it says "half fill the bowl" which I'm assuming to be a hemi-spherical bowl
doesn't say bowl with flat base
THAN WHAT I SAID IN START
THAT WE HAVE TO CONSIDER IT AS SPHEREICAL
all depends on how you interpret the question i say tomaato and you say tomayto
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