What is the final temperature of 100g of water?

Therefore final temperature of the water is 63.3∘C.

How do you find the final temperature of a mixture?

Calculate the final temperature of the water mixture using the equation T(final) = (m1_T1 + m2_T2) / (m1 + m2), where m1 and m2 are the weights of the water in the first and second containers, T1 is the temperature of the water in the first container and T2 is the temperature of the water in the second container.

What would be the final temperature of a mixture of 50 g of water at 20 C temperature and 50 g of water at 40 C temperature?

Let the specific heat capacity of water be S. Hence, the final temperature of a mixture of 50g of water at 20°C temperature and 50g of water at 40°C temperature would be 30°C.

When 100g of boiling water at 100 C is added into a calorimeter?

When 100 g of boiling water at 100∘C is added into a calorimeter containing 300 g of cold water at 10∘C, temperature of the mixture becomes 20∘C. Then a metallic block of mass 1 kg at 10∘C is dipped into the mixture in the calorimeter. After reaching thermal equilibrium, the final temperature becomes 19∘C.

What is the final temperature of the mixture of 50g of steam?

Answer: The final temperature will be 0°C.

What would be the final temperature of a mixture of 60g of water at 40C temperature and 60g of water at 80c temperature?

that is: 30⁰C. Explanation: please mark this answer as a brainliest.

What is the average temperature of 50g of water at different temperatures?

since it is given that 50 gms water at 20 ⁰ C and 50 gms of water at 40⁰ C are mixed. Since the masses of the liquid at different temperatures are same, the answer is very easy and simple : average of 20⁰C and 40⁰C. that is: 30⁰C.

What is the average temperature of the mixture at different temperatures?

Since the masses of the liquid at different temperatures are same, the answer is very easy and simple : average of 20⁰C and 40⁰C. that is: 30⁰C. Was this answer helpful? 1g steam at 100 oC is passed in an insulated vessel having 1g ice at 0 oC. Find the equilibrium temperature of the mixture. Neglect heat capacity of the vessel.

What is the final temperature at 570 mmHg and 25 degrees?

The final temperature is 24.48 degrees Celsius. At 570 mmHg and 25 degrees Celsius a gas sample has a volume of 1250 ml what is the final pressure at a volume of 1250 ml and a temperature of 175 degrees Celsius? 1556mmHg If you know the temperature in celsius how do you work that out into Fahrenheit?

What is the value of ΔT for the water temperature?

This is what we are solving for. The warmer water goes down from to 46.8 to x, so this means its Δt equals 46.8 − x. The colder water goes up in temperature, so its Δt equals x − 14.9. That last paragraph may be a bit confusing, so let’s compare it to a number line: