Two spheres have a combined volume of 148 cubic inches and a combined surface area of 160 square inches. Find the radii of the two spheres. What are the equations used to find the radii?
no diagram
you need to know formula for volume of a sphere and formula for surface area of a sphere
so will get two equations with two unknowed terms
help me to solve it
the formula for volume is 4/3pir^3 the surface area is 4pir^2
two spheres note sphere 1 and sphere 2 with radius r_1 and r_2
combined volume mean V_1 +V_2
so how will i get the radius
V_1 = [4pi*(r_1)^3]/3
V_2 =[4pi*(r_2)^3]/3
do you understand the way ?
yes
what about the area of the surface
@dude
4pi[r_1^3 +r_2^3]=148 *3
so how will i get the r since the r^3
are you there
i need solution to the question
i mean jhonyy9
nope
posted anti-back-to-front
if these spheres intersect, what happens? if they don't, can there be 3 or 4 or 100,000 non-interstecting spheres?
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