(a) the water density is

, and 1 liter corresponds to a volume of

. Therefore we can find the mass of the water in the first case:

The amount of heat supplied to the water to raise its temperature by

is

(1)
where

is the specific heat capacity of the water.
Using the data, we find

We want to find the increase in temperature if we transfer the same amount of heat Q to 2 liters of water. The mass of 2 liters of water is

And so by re-arranging equation (1) we can calculate the new increase of temperature:

(b) Now we have 3 liters of water. SImilarly to point (a), the mass is now

And so, the increase in temperature if we use the same amount of heat as before is
Answer:
Explanation:
This is going to sound like an absurd answer, but sometimes physics can be a little strange.
This answer is weird because of the definition of displacement. It means the distance from the starting point to the ending point, disregarding what happened in between. The point is that the astronaut is at the starting point of his orbit. By definition the starting and ending points are the same. His displacement is 0.
So the answer is you have the greater displacement when you walked one way to school. The starting point and the ending point are different. You have gone further.
However just to make things a little nasty, when you walk home again, your displacement will be the same as the astronaut's -- 0 meters because you will be right back where you started from.
Answer:
Around the entire length of the wire
Explanation: