5. can you state four problems of inquiry concerning iceberg?

The problems are shown below

Explanation:

1)

An iceberg has a total volume of 100 cubic meters, calculate the volume of the submerged part, if the ice density is 900 [kg / m^3], and the sea water density is 1030 [kg / m^3].

2)

An iceberg has a volume of 500 m^3. If the ice density is dhielo=900 [g/ litre,]

A) calculate the weight of the iceberg.

B) calculate the submerged volume if it floats in seawater (sea water=1030 [kg/m^3] .

3)

What if the average temperature of the North Pole increased, and an iceberg began to melt, affects the melting of the iceberg at its top the percentage of the body submerged in water?

4)

A polar bear whose mass is 1000[Kg] is on an iceberg, when it jumps from the iceberg, emerges 1% of the total volume of the iceberg. Find the total volume of the iceberg.

i. Hardness of an iceberg.

ii. Melting rate of an iceberg.

iii. Transportation of an iceberg.

iv. Size or weight of an iceberg.

Explanation:

An iceberg is a massive floating piece of ice  carried to the sea. It is produced a large mass of ice detaches from glaciers. Mostly on its upper surface, warm air melts snow and ice into melt ponds that can cause cracks within the iceberg.

Some of the problems of inquiry concerning icebergs are:

i. The hardness of an iceberg: This means the tensile strength of an iceberg. It is hard to cause a ship wreck when there is a collision between the two, but not as hard as a concrete. It is due to the break off of a massive ice from glacier which drifts to the sea.

ii. The melting rate: A lot of work has been done to consider the rate at which iceberg melts. It is easily affected by an increase in the ambient temperature, which would increase its melting rate. It could exist for about two to three years as it undergo melting.

iii. The draft of an iceberg: This has to do with the movement or transportation of an iceberg. Due to its large mass, it is difficult to transfer an iceberg from one location to another.

iv. Its size or weight: There are various sizes of iceberg, which depends on the temperature of the surroundings and the process of formation.

in simple terms, the principle states that the buoyancy force on an object is equal to the weight of the fluid displaced by the object, or the density of the fluid multiplied by the submerged volume times the gravitational acceleration, g. this is also known as upthrust.