A typical question...
Assuming no heat loss to the surroundings,
McDO = mcdo
Mass is proportional to volume. (Mass = density x volume)
=> MDO = mdo
=> 1 x (40 - O) = 2 x (O - 20)
=> 30 = 80
=> O = 26.7 oC (ANS)
To find the final temperature, we can use the principle of conservation of energy: heat lost by gold = heat gained by water. We can use the formula m * c * ∆T to calculate the heat exchanged. By setting the two heat exchanges equal to each other and solving for the final temperature, we can find that the final temperature is 25.9 degrees Celsius.
The final temperature would be approximately 54.2 degrees Celsius. This can be calculated using the principle of conservation of energy, where the heat lost by the hot water is equal to the heat gained by the cold water.
To calculate the temperature in degrees Fahrenheit from degrees Celsius, take the Celsius number multiplied by 9/5 (or 1.8) and add 32. To illustrate, if you wanted to find the equivalent of 0 degrees Celsius, you'd multiply 0 by 9/5, which would be 0, and add 32 for a final answer of 32 degrees Fahrenheit.
The final temperature would be a weighted average of the initial temperatures, based on the quantities of each liquid. Assuming both cups contain the same amount of water (let's say 1 cup each), the final temperature would be approximately 30 degrees Celsius.
I believe it will be 145.52 degrees Celsius if I did my math correctly. You need to convert calories to joules. I believe one joule raises the temp of 1 gram water by 1 degree Celsius so 1200*4.184=5020.8 J /40grams=125.52 temp increase+20=145.52 degrees Celsius.
THE ANSWER IS 62.8 DEGREES.....
To find the temperature change from 12 degrees Celsius to -5 degrees Celsius, you would subtract the initial temperature from the final temperature. In this case, -5 minus 12 equals -17 degrees Celsius. Therefore, the temperature change is a decrease of 17 degrees Celsius.
You can find the change in temperature by subtracting the initial temperature from the final temperature. For example, if the initial temperature is 20 degrees Celsius and the final temperature is 30 degrees Celsius, the change in temperature would be 10 degrees Celsius (30 - 20 = 10).
To find the final temperature, we can use the principle of conservation of energy: heat lost by gold = heat gained by water. We can use the formula m * c * ∆T to calculate the heat exchanged. By setting the two heat exchanges equal to each other and solving for the final temperature, we can find that the final temperature is 25.9 degrees Celsius.
Using the ideal gas law, (PV = nRT), we can solve for the final temperature using the initial conditions and new pressure. Rearranging the equation to solve for T, we get (T = (P2/P1) * T1), where T1 is the initial temperature. Substituting the values, we find the final temperature to be 80 degrees Celsius.
The final temperature would be approximately 54.2 degrees Celsius. This can be calculated using the principle of conservation of energy, where the heat lost by the hot water is equal to the heat gained by the cold water.
To calculate the temperature in degrees Fahrenheit from degrees Celsius, take the Celsius number multiplied by 9/5 (or 1.8) and add 32. To illustrate, if you wanted to find the equivalent of 0 degrees Celsius, you'd multiply 0 by 9/5, which would be 0, and add 32 for a final answer of 32 degrees Fahrenheit.
France uses the Celsius scale and the US uses the Fahrenheit scale. Tc = (5/9)*(Tf-32); Tc = temperature in degrees Celsius, Tf = temperature in degrees Fahrenheit. For example, suppose you have a Fahrenheit temperature of 98.6 degrees and you wanted to convert it into degrees on the Celsius scale. Using the above formula, you would first subtract 32 from the Fahrenheit temperature and get 66.6 as a result. Then you multiply 66.6 by five-ninths and get the converted value of 37 degrees Celsius. Below is the formula to convert a Celsius scale temperature into degrees on the Fahrenheit scale. Tf = (9/5)*Tc+32; Tc = temperature in degrees Celsius, Tf = temperature in degrees Fahrenheit. Assume that you have a Celsius scale temperature of 100 degrees and you wish to convert it into degrees on the Fahrenheit scale. Using the stated formula, you first multiply the Celsius scale temperature reading by nine-fifths and get a result of 180. Then add 32 to 180 and get the final converted result of 212 degrees on the Fahrenheit scale.
The final temperature would be a weighted average of the initial temperatures, based on the quantities of each liquid. Assuming both cups contain the same amount of water (let's say 1 cup each), the final temperature would be approximately 30 degrees Celsius.
The final temperature of the rivets will be the melting point of ice (0 degrees Celsius) because the heat gained by the rivets (from their initial temperature of 100 degrees Celsius) will be used to melt the ice. Once all the ice is melted, the temperature will stabilize at 0 degrees Celsius.
To find the final temperature of the water, we can use the principle of conservation of energy, which states that the total energy of the system remains constant. By using the formula: (mass1 * specific heat1 * change in temperature1) = (mass2 * specific heat2 * change in temperature2), we can calculate the final temperature to be approximately 13.3 degrees Celsius.
The final temperature will be a value between 7 and 100 degrees Celsius, depending on the amounts of each water and their specific heats. This can be calculated using the principle of energy conservation in a calorimetry equation.