# Change of fluid level after putting body inside container [closed]

The container has the shape of cuboid. Our body also has the shape of cuboid with dimensions 1 x 1 x v We Assume that:

1. The body will remain in the upright position during insertion into the water.
2. Body that has the same density as water will submerge.
3. $1cm^{3}$ of water = 1g (gram)

I have specified these values and I need to calculate the fluid level after we put body inside our container with water. I need to do general solution for it.

In order:

1. Length of botton sides of container (Assume that the height of the container is sufficient for our problem). (s x d)

2. The water level before we put body inside. (h)

3. The weight of out body. (m)

4. Height of body. (v)

Here are some examples: s=2 d=2 h=100 m=150 v=80 the Level of water after insertion=120

another example: s=2 d=2 h=100 m=150 v=140 the Level of water after insertion=133.3333333

one more:s= 2 d=2 h=100 m=10 v=160 the Level of water after insertion=102.5000000

-
 I removed the fluid dynamics tag - this isn't a fluid dynamics question. Homework/drill questions aren't within the scope of the site. If you have questions about specific physics concepts though, don't hesitate. – twistor59 Jan 4 at 20:07

## closed as too localized by twistor59, David Zaslavsky♦Jan 4 at 20:44

This question is unlikely to help any future visitors; it is only relevant to a small geographic area, a specific moment in time, or an extraordinarily narrow situation that is not generally applicable to the worldwide audience of the internet. For help making this question more broadly applicable, see the FAQ.