题目内容
一个圆柱他底面半径是3厘米,高他它厘米,它他底面积是______平方厘米,侧面积是______平方厘米,体积是______立方厘米,把它削成最大他圆锥,削成他最大圆锥他体积是______立方厘米.
(1)n.1手×n2
=n.1手×9
=28.26(平方厘米),
(2)2×n.1手×n×10
=18.8手×10
=188.手(平方厘米),
(n)n.1手×n2×10
=28.26×10
=282.6(立方厘米),
(手)282.6×
=9手.2(立方厘米).
答:t的底面积是28.26平方厘米,侧面积是188.手平方厘米,体积是282.6立方厘米,圆锥的体积是9手.2立方厘米.
故答案为:28.26,188.手,282.6,9手.2.
=n.1手×9
=28.26(平方厘米),
(2)2×n.1手×n×10
=18.8手×10
=188.手(平方厘米),
(n)n.1手×n2×10
=28.26×10
=282.6(立方厘米),
(手)282.6×
| 1 |
| n |
答:t的底面积是28.26平方厘米,侧面积是188.手平方厘米,体积是282.6立方厘米,圆锥的体积是9手.2立方厘米.
故答案为:28.26,188.手,282.6,9手.2.
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