The soil and water heats up and makes uneven heating.
The result of mixing equal MASSES of water at different temperatures will be the mean of the two temperatures. Unless you are being very sophisticated and are taking the thermal expansion into account, the same will apply to volumes.
production volumes are the amount of volumes producd in a day
A graph about masses and volumes would represent density.
"Ascending order" means each one is bigger or higher than the one before it. It doesn't matter whether they're fractions, whole numbers, mixed numbers, temperatures, costs, weights, volumes, decimals, etc.
If the sides of two shapes are in the ratio of A : B, then their volumes are in the ratio A3 : B3, thus: ratio of volumes = 125 : 9 ratio of sides = 3√125 : 3√9 ~= 5: 2.08 (~= 2.4 : 1) Have you got the volumes correct? I suspect the second should be 8cm3 not 9cm3, because then the volumes would be 125cm3 and 8cm3 and: ration of volumes = 125 : 8 ratio of sides = 3√125 : 3√8 = 5 : 2 (= 2.5 : 1)
the temperatures will drop
Both soil and water will heat up
The soil and water heats up and makes uneven heating.
The soil and water heats up and makes uneven heating.
The soil and water heats up and makes uneven heating.
The soil and water heats up and makes uneven heating.
both the water and soil heats up but the soil heats up rapidly and the water heats up slowly. If it cools down the soil cools down faster and the water cools down slower.
The result of mixing equal MASSES of water at different temperatures will be the mean of the two temperatures. Unless you are being very sophisticated and are taking the thermal expansion into account, the same will apply to volumes.
The volumes decreases. See Boyle's Law
I assume that water and soil are separate, rather than a wet soil? The temperature of the dark soil would heat up faster than the water - as dark colours absorb heat.
both the water and soil heats up but the soil heats up rapidly and the water heats up slowly. If it cools down the soil cools down faster and the water cools down slower.
Equal volumes of gasses (at equal temperatures and pressures) have the same number of molecules.