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Question Number 47243 by MrW3 last updated on 06/Nov/18

Answered by MJS last updated on 07/Nov/18

left picture  (8/r)=(H/R) ⇒ r=((8R)/H)  v_(blue) =((πR^2 (H^2 +8H+64)(H−8))/(3H^2 ))  right picture  ((H−2)/r)=(H/R) ⇒ r=R(1−(2/H))  v_(blue) =((π(H−2)r^2 )/3)=((πR^2 (H−2)^3 )/(3H^2 ))    (H−2)^3 =(H^2 +8H+64)(H−8)  H=1+(√(85)) ≈ 10.22cm

leftpicture8r=HRr=8RHvblue=πR2(H2+8H+64)(H8)3H2rightpictureH2r=HRr=R(12H)vblue=π(H2)r23=πR2(H2)33H2(H2)3=(H2+8H+64)(H8)H=1+8510.22cm

Commented by MrW3 last updated on 07/Nov/18

thank you sir!

thankyousir!

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