Reaction 3 Mass of NaOH Initial temperature Final temperature 36 C 1. Calculate the temperature change (AT) for the reaction. 0.25 g 27.3 C 2. Assuming the mass(m) of the reaction mixture = 0.25 g, and the specific heat (c) = 1.00 cal/g °C, calculate the heat (q) released by the reaction using the formula q = mc(AT). 3. Convert the grams of NaOH used to moles using the molar mass of NaOH (40 g/mol). 4. Divide q/mol NaOH to get the heat of the reaction 3 (ΔΗ3).

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Can you help me solve 2,3 and 4?

Reaction 3
0.25 g
27.3 C
Mass of NaOH
Initial temperature
Final temperature
36 C
1. Calculate the temperature change (AT) for the
reaction.
2. Assuming the mass (m) of the reaction mixture =
0.25 g, and the specific heat (c) = 1.00 cal/g °C,
calculate the heat (q) released by the reaction using
the formula q = mc(AT).
3. Convert the grams of NaOH used to moles using
the molar mass of NaOH (40 g/mol).
4. Divide q/mol NaOH to get the heat of the reaction
3 (ΔΗ3).
Transcribed Image Text:Reaction 3 0.25 g 27.3 C Mass of NaOH Initial temperature Final temperature 36 C 1. Calculate the temperature change (AT) for the reaction. 2. Assuming the mass (m) of the reaction mixture = 0.25 g, and the specific heat (c) = 1.00 cal/g °C, calculate the heat (q) released by the reaction using the formula q = mc(AT). 3. Convert the grams of NaOH used to moles using the molar mass of NaOH (40 g/mol). 4. Divide q/mol NaOH to get the heat of the reaction 3 (ΔΗ3).
Expert Solution
Step 1

Given that, 

The mass of the solution is m = 0.25 g,

The initial temperature is T1 = 27.3°C,

The final temperature is T2 = 36°C,

1. So, the temperature change is ∆T = (T2 - T1) = (36-27.3)°C = 8.7°C.

We have to calculate

2. The heat released due to the reaction (q).

3. The moles of NaOH.

4. The heat of the reaction (∆H3).

Formula: q = mC(∆T).

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Why is the Q a negative if it's suppose to be positive? 

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