How does the Relative Molecular Mass change in heat combustion of an alcohol? :: GCSE Chemistry Coursework Investigation

How does the Relative Molecular Mass change in heat ignition of a liquor? Arranging Presentation ============ As liquor consumes in air it gives out vitality as warmth and light. I am going to examine how the vitality yield of a liquor in ignition changes, with expanded relative atomic mass, or RMM. RMM is the total of the nuclear masses of each iota in the particle. Utilizing the alcohols: Methanol, Ethanol, Propan-1-ol, Butan-1-ol and Pentan-1-ol, I will design, and complete a test that tests the expectation underneath. ====================================================================== Expectation And Theory ===================== In the ignition of alcohols in air, the liquor responds with oxygen atoms, to make carbon dioxide and water. Numerous bonds are broken in the process spending vitality. Simultaneously, the molecules transforming into the new particles of carbon dioxide and water give out vitality. In the burning of alcohols, the vitality made, when framing bonds will consistently be more that what is lost, when breaking bonds, this gives us abundance vitality. This vitality is given out fundamentally as warmth, yet in addition as light and sound. As vitality is given out it is called an exothermic response. In the event that the inverse were valid, it would be an endothermic response. It is never conceivable to figure accurate vitality change by experimentation because of errors and vitality squander, so we use bond vitality computations give the specific hypothetical vitality change. Bond vitality computations show that the higher the RMM the more vitality will be delivered for a similar load of fuel (RMM is the entirety of the nuclear masses of each iota in the particle). This is on the grounds that as the RMM builds there are more iotas and accordingly, more bonds to be broken and afterward made. As, when consuming alcohols, this procedure gives out vitality, the more bonds experience this procedure, ie as the RMM expands the more vitality ought to be discharged. The figurings too recommend that for each carbon iota you add to the chain of a liquor the vitality out should increment by 618 Kj/mol. I anticipate at that point, that as the RMM goes up then the vitality change will get progressively increasingly negative for example more vitality is given off. The RMM will be relative to the last vitality made as both should increment by a similar number each time, (RMM by 14 as one C and 2 H iotas are included, and the vitality out by 618KJ/mol). This will along these lines bring about a straight-line on the diagram. The bond vitality counts show how much vitality ought to be discharged, representing trial errors in any case, I anticipate that the trial yield should be significantly less. Proposed Method I am going to test how the vitality yield per mole in the burning of