This investigation is aiming to show how the volume of water effects the rate of cooling,

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RESULTS & GRAPH for the investigation of the Cooling Rate of Water

RESULTS

Temperature(ºC)

RAW-expt1,2(Processed-average)

Volume of Water

Suface Area/Volume(higher or lower than previous)

Start Temp

End Temp

Drop in Temp

Time Taken(mins)

Cooling Rate(ºC/s)

0

53

37,38(37.5)

6,15(15.5)

5

3.1

5

Lower

53

41,42(41.5)

2,11(11.5)

5

2.3

20

Lower

53

40,38(39)

3,11(12)

5

2.4

25

Lower

53

46,46(46)

7,7(7)

5

.4

30

Lower

53

46,48(47)

7,5(6)

5

.2

35

Lower

53

47,48(47.5)

6,5(5.5)

5

.1

40

Lower

53

47,49(48)

6,4(5)

5

ANALYSIS & EVALUATION

Analysis

From the results and graph it can be seen that as the volume of the water increases the drop in temperature decreases in 5mins so the cooling rate decreases. The graph is showing a line decreasing and at a decreasing rate, as it starts off quickly decreasing then slowing down. As shown by the line not being straight it isn't linear graph, and neither is it linear. This supports my prediction of the volume increasing while the cooling rate decreases, and I think this because there are more particles in more volume so it will take longer for more particles to lose heat than less particles. And hen this heat is given to the environment as the environment is colder so it will do from the hottest destination to the coldest. The particles lose heat because when they are hot they get energy and speed up which then uses up their heat energy and they slow down and loss their heat. Also the volume increases faster then the surface area of the open top of the water in the surface area: volume, as, the volume increases faster than the surface area as the volume is increasing. And through this there are more particles but also more distance for this heat to travel, where it breaks bonds, so takes longer and has a lower cooling rate.
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Evaluation

The sources of error which make the results inaccurate in this whole experiment is firstly trying to keep all the starting temperatures exactly the same. As if you take the water the out the kettle, which increases the water's temp to 70ºC, then there would be temperature drops in the time of pouring the water into a beaker, into a measuring cylinder then into the test tube. And the resulting temperature might be more or less but if it's less then it has to be restarted, which wastes time. And if it's more then you have ...

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