ylzik
Mar 10, 2009, 07:42 AM
is what I've been doing correct so far:
find the value of h for a spherical segment whose volume is equivalent to 159pi if the radii of the bases are 5m and 4m respectively
v= (pi/6)(3a^2 + 3b^2 + h^2) h
v= 0.52 ((3)(5^2) + (3)(4^2) + h^2) h
= 0.52 ((3)(25) + (3)(16) + h^2) h
= 0.52 (75 + 48 + h^2) h
=(39 + 24.96 + 0.52h^2) h
=(63.96 + 0.52h^2) h
if yeah, how do I find the value of h?
if not, where did I go wrong?
thank youuuuu so much for any help!!
find the value of h for a spherical segment whose volume is equivalent to 159pi if the radii of the bases are 5m and 4m respectively
v= (pi/6)(3a^2 + 3b^2 + h^2) h
v= 0.52 ((3)(5^2) + (3)(4^2) + h^2) h
= 0.52 ((3)(25) + (3)(16) + h^2) h
= 0.52 (75 + 48 + h^2) h
=(39 + 24.96 + 0.52h^2) h
=(63.96 + 0.52h^2) h
if yeah, how do I find the value of h?
if not, where did I go wrong?
thank youuuuu so much for any help!!