## 262. Math Puzzle $3 / 87$

A cylindrical can has a volume of 1 liter. How much does a can of the same shape, whose diameter is 20 percent larger and whose height is 50 percent greater than the first one, hold?
For cylindrical bodies, the volume depends on the square of the diameter and the height. The larger can has the volume $V_{2}$, while the known can has a volume of $V_{1}=1$ liter.

$V_{2}=1.22 \cdot 1.5 \cdot V_{1}=2.16$ liters. The larger container holds 2.16 liters.