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OpenStudy (aaliyahfairgood):
is there a link
OpenStudy (anonymous):
one minute i cal uplaod my question
OpenStudy (aaliyahfairgood):
ok
OpenStudy (anonymous):
do you have any solved book of calculus by sowoski 6th edition ,, or a solution manual of this book?
OpenStudy (aaliyahfairgood):
no, sorry
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OpenStudy (anonymous):
ok then i post question here in 3 minutes...give me his solution
OpenStudy (aaliyahfairgood):
ok
OpenStudy (anonymous):
A stone is dropped into a pond,causing water waves that form concentric circles.If,after t seconds,the radius of one of the waves is 40t centimeters,find the rate of change,with respect to t,of the area of the circle caused by the wave at (a) t=1 (b) t=2 (c) t=3
OpenStudy (anonymous):
solution in easy method step by step please
OpenStudy (aaliyahfairgood):
ok
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OpenStudy (anonymous):
In how many minutes you upload its solution?
OpenStudy (aaliyahfairgood):
idk
my computer is lagging
OpenStudy (anonymous):
so when does you upload solution?
OpenStudy (aaliyahfairgood):
doing that now
OpenStudy (anonymous):
Ok thanks ...i'm waiting for solution
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OpenStudy (aaliyahfairgood):
@kade_sonix
no se
OpenStudy (anonymous):
What ?
OpenStudy (anonymous):
you mean that you don't have solution of this problem
OpenStudy (aaliyahfairgood):
no
OpenStudy (aaliyahfairgood):
I thought I did
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OpenStudy (anonymous):
so if you did then me solution now
OpenStudy (anonymous):
send me please girl
OpenStudy (aaliyahfairgood):
I wish I could help you....
I thought this was pre cal
OpenStudy (anonymous):
so do you know some other person here whocan help me
OpenStudy (aaliyahfairgood):
ill look
wait ok
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OpenStudy (anonymous):
ok i'm waiting...do it quickly
OpenStudy (aaliyahfairgood):
@shrutipande9
OpenStudy (aaliyahfairgood):
@Sambhavvinaykya
OpenStudy (anonymous):
ok thanks
OpenStudy (aaliyahfairgood):
you are welcome
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OpenStudy (shrutipande9):
@paki
OpenStudy (anonymous):
thanks :)
OpenStudy (phi):
radius of one of the waves is 40t centimeters
write down the formula for the area A of a circle. replace r with 40t
find the derivative dA/dt
then evaluate at the given t's to find dA/dt