Can N and can В are both right circular cylinders. The radius of can N is twice the radius of can B, while the height of can N is half the height of can B. If it costs $4.00 to fill half of can B with a certain brand of gasoline, how much would it cost to completely fill can N with the same brand of gasoline?	Choose the correct choice from the following choices:  A) $1  B) $2  C) $4  D) $8  E) $16
Let x be the radius of b and 2h be the height of B. Therefore, radius of N = 2x and height = h   Vol of b = 3.14*x^2*2h   Vol of a = 3.14*4x^2*h   cost to fill half of B = $4 --&gt; cost to fill full B = $8   --&gt; 3.14*x^2*2h = 8 --&gt; 3.14*x^2*h = 4 --&gt; 4*(3.14*x^2*h) = $16   Ans $16
<result>E</result>
Can N and can В are both right circular cylinders. The radius of can N is twice the radius of can B, while the height of can N is half the height of can B. If it costs $4.00 to fill half of can B with a certain brand of gasoline, how much would it cost to completely fill can N with the same brand of gasoline?