一种圆环柱形,外圆半径是四厘米,内圆半径是二厘米,高是20厘米,它的体积和表面积是多少?

2025-03-21 08:12:06
推荐回答(2个)
回答1:

3.14x(4x4)
=3.14x16
=50.24(平方厘米)
3.14x(2x2)
=3.14x4
=12.56(平方厘米)
体积:
(50.24-12.56)x20
=37.68x20
=753.6(立方厘米)
表面积:
3.14x(4x2)x20
=3.14x8x20
=25.12x20
=502.4(平方厘米)
3.14x(2x2)x20
=12.56x20
=251.2(平方厘米)
(50.24-12.56)x2+502.4+251.2
=37.68x2+502.4+251.2
=75.36+502.4+251.2
=577.76+251.2
=828.96(平方厘米)
答:它的体积是753.6立方厘米,表面积是828.96平方厘米。

回答2: