Janine inflated 1 ball to a radius of 18 cm and another ball to a radius of 12 cm.
How much more air was in the larger ball?
Use 3.14 to approximate pi and express your answer in hundredths.
cm3
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OpenStudy (justdoublechecking):
Volume of a sphere = 4/3*pi*r³
OpenStudy (justdoublechecking):
1.3333333*3.14* 18³= ?
1.3333333*3.14* 12³= ?
OpenStudy (logan13):
hmm
OpenStudy (justdoublechecking):
Subtract answers to find the difference between them.
OpenStudy (justdoublechecking):
Did you get the answer yet?
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OpenStudy (logan13):
No it does not show up in the caculator
OpenStudy (justdoublechecking):
I see... I don't know then... It worked for me.
OpenStudy (logan13):
i forgot to include a number
OpenStudy (justdoublechecking):
Did it work this time?
OpenStudy (logan13):
766.159980846
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OpenStudy (justdoublechecking):
What was your formula? My answer is way different.
OpenStudy (logan13):
1.3333333*3.14* 18³= thats what i put in
OpenStudy (justdoublechecking):
Hold on...
OpenStudy (justdoublechecking):
I got 24,422.91721
OpenStudy (logan13):
how do i put that in
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OpenStudy (logan13):
the answer
OpenStudy (justdoublechecking):
It is that^ minus the answer you got for the other ball.
OpenStudy (justdoublechecking):
(7,236.4199)
OpenStudy (logan13):
how would i put in the second thing
OpenStudy (logan13):
in my caculator
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OpenStudy (justdoublechecking):
Answer A-Answer B= Final Answer
OpenStudy (logan13):
@JustDoubleChecking 17186.49731
OpenStudy (justdoublechecking):
Yup. Thats what I got! Is that one of your options?
OpenStudy (logan13):
if thats the answer i have to put in down in a box
OpenStudy (logan13):
thank you
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