Which equation represents the volume of a right circular cone wose radius is t and height is twice its radius?

Question

V=1 over 3 pie r ^2h where r is the radius and h is the height

Answer 1

You know the formula so please substitute r by t and h by 2t and you get your answer
It is( pi*t^2*2t)/3 or,
2/3(pi*t^3)

Answer 2

let radius = r
and height = 2r

substitute the aove in the formulae that you have given already for the volume of the right circular cone and you will get the answer...

thus volume(V) = (1/3) (PI r^2(2r))
V = (2*PI / 3) (r^3) ........ ANS


hope this helps!! :-)

Answer 3

quantity of a cone, V = a million/3 Pi r^2 h rearrange this equation as follows: h = V / (a million/3 Pi r^2) = 3 V / (Pi r^2) then basically plug on your values for V and r, making confident your gadgets have compatibility... inches and cubic inches, or cm and cc, and so on...

Answer 4

ur amazing. u know the formula and u know the values... u refuse to plug them in and want others to do it for u?
its V=1/3*pi*t^2*2t

Answer 5

vcone = 1/3pi(r^2)(h)
r = t
h = 2t
vcone = (1/3)pi(t^2)(2t)
vcone = (1/3)(pi)(2t^3)
vcone = (2/3)(pi)(t^3)

Answer 6

Please let equations look like equations.
V = ( pi * r^2 * h )/3
If r=t and h=2t, then:
V= ( 2 * pi * t^3 )/3