2. According to the box of SnoKone cups, they are cones with a diameter of 3 inches, and are 4 inches tall. If the flavored ice fills this cup with an additional half-sphere scoop on the top, how much flavored ice is being sold with each cup?

Question

Accepted Answer

Step:1 ：Find the volume of the cone: (V_{cone} = frac{1}{3} pi r^2 h = frac{1}{3} pi (1.5)^2 (4) approx 9.42 ) cubic inchesStep:2 ：Find the volume of the half-sphere: (V_{half-sphere} = frac{1}{2} times frac{4}{3} pi r^3 = frac{1}{2} times frac{4}{3} pi (1.5)^3 approx 7.07 ) cubic inchesStep:3 ：Add the volumes of the cone and the half-sphere: (V_{total} = V_{cone} + V_{half-sphere} approx 9.42 + 7.07 = 16.49 ) cubic inchesStep:4 ：boxed{16.49}

Answer

Step: 1 ：Find the volume of the cone: (V_{cone} = frac{1}{3} pi r^2 h = frac{1}{3} pi (1.5)^2 (4) approx 9.42 ) cubic inchesStep: 2 ：Find the volume of the half-sphere: (V_{half-sphere} = frac{1}{2} times frac{4}{3} pi r^3 = frac{1}{2} times frac{4}{3} pi (1.5)^3 approx 7.07 ) cubic inchesStep: 3 ：Add the volumes of the cone and the half-sphere: (V_{total} = V_{cone} + V_{half-sphere} approx 9.42 + 7.07 = 16.49 ) cubic inchesStep: 4 ：boxed{16.49}

2. According to the box of SnoKone cups, they are cones with a diameter of 3 inches, and are 4 inches tall. If the flavored ice fills this cup with an additional half-sphere scoop on the top, how much flavored ice is being sold with each cup?

Answer

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