题目内容
一个圆柱与一个圆锥的底面积相等,体积之比是3:4,则圆柱与圆锥高之比为______.
设圆锥的底面积为s,则圆柱的底面积也是s,设圆柱的体积是3v,则圆锥的体积是4v,则:
(3v÷s):(4v÷
÷s),
=
:
,
=(
×s):(
×s),
=3v:12v,
=1:4;
答:圆柱与圆锥高之比为1:4;
故答案为:1:4.
(3v÷s):(4v÷
| 1 |
| 3 |
=
| 3v |
| s |
| 12v |
| s |
=(
| 3v |
| s |
| 12v |
| s |
=3v:12v,
=1:4;
答:圆柱与圆锥高之比为1:4;
故答案为:1:4.
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