There are two cylindrical buckets. The bottom radius of bucket A is 8 cm, and that of bucket B is 6 cm. Bucket A has no water and bucket B is 25 cm high. Pour some water from bucket a to bucket B Then the height of two buckets of water is the same, and the height of a bucket is calculated

There are two cylindrical buckets. The bottom radius of bucket A is 8 cm, and that of bucket B is 6 cm. Bucket A has no water and bucket B is 25 cm high. Pour some water from bucket a to bucket B Then the height of two buckets of water is the same, and the height of a bucket is calculated

Is it from bucket B to bucket a?
Volume of water in B barrel
=3.14×6×6×25
=2826 (CC)
The height of a bucket of water when the height of two buckets of water is the same
=2826÷（3.14×8×8+3.14×6×6）
=2826÷314
=9 (CM)

A and B are two cylindrical buckets. The radius of bucket A is 10 cm, the radius of bucket B is 8 cm, and the height is 24 cm. If bucket B is filled with water and poured into bucket a, how many cm is the water depth in bucket a?

3.14 × 82 × 24 ^ (3.14 × 102), = 3.14 × 64 × 24 ^ 3.14 ^ 100, = 64 × 24 ^ 100, = 1536 ^ 100, = 15.36 (CM), a: the water depth in the barrel is 15.36 cm

A and B are two cylindrical buckets with the same volume. The radius of the bottom circle of a bucket is 1.5 times that of B bucket. B bucket is 25 cm higher than a bucket

If the bottom round radius is r centimeter, then the bottom round radius is 1.5R centimet, and if the height is h centimet, then the height is H + 25 centimet, π × R2 × (H + 25) = π × (H + 25) = π (2 (1.5R) 2 × h, and the & nbsp; & nbsp; & nbsp; & nbsp; if the bottom round radius is r centimetres, and the bottom round radius is 1.5R centimet, and if the height is h, and if the height is h, then the height is h, then the height of the height is H + H + 25 cm, the height is H + 25 cm, π, π × R2 × (2 (2-25) (2 (H + 25) (H + 25, π (H + 25) (π, π, π, π, π (2 (2 \25) (2 (2 \25) (2 \\\\\it's not easy; &A: the height of barrel a is 20 cm and that of barrel B is 45 cm