1-Draw a scatter plot of the given CO2 levels versus temperature and write down your observation of the graph about relationship between CO2 levels and temperature.
320.09 | 8 |
321.44 | 9.29 |
322.17 | 9.39 |
323.09 | 8.61 |
324.68 | 8.95 |
325.74 | 8.36 |
326.33 | 9.11 |
327.52 | 8.43 |
329.78 | 8.39 |
330.24 | 8.18 |
331.18 | 9.06 |
332.09 | 9.12 |
333.88 | 8.11 |
335.43 | 7.51 |
336.83 | 7.42 |
338.78 | 7.78 |
340.17 | 8.2 |
340.99 | 8.6 |
342.97 | 8.9 |
344.23 | 8.04 |
345.94 | 7.18 |
347.26 | 7.89 |
349.06 | 7.66 |
351.56 | 8.9 |
352.91 | 9.68 |
354.21 | 9.98 |
355.54 | 8.88 |
356.29 | 9.46 |
356.97 | 8.83 |
358.69 | 10.29 |
360.71 | 10.27 |
362.41 | 8.01 |
363.53 | 9.28 |
366.64 | 9.3 |
368.16 | 9.78 |
369.45 | 9.88 |
371.12 | 9.6 |
373.24 | 9.73 |
375.88 | 10.35 |
377.6 | 9.48 |
379.87 | 9.53 |
381.89 | 9.94 |
383.79 | 10.59 |
1. Bring data in to excel sheet
2. Select both data set and go to insert tab --> select scatter pot diagram.
3.
4. Right click data point and add trend line
5. This trend line shows the relationship of CO2 level and temperature.
6, we have to find correlation coefficient of CO2 and temperature. If correlation between 0.6 to 0.79 is considered as strong linear relationship.
7. CO2 and temperature correlation coefficient value is 0.6
8. Trend line also clearly explains the relationship is positive, and strong linear relationship between CO2 and temperature
9. finding correlation formula is "=CORREL(Array1,Array2)
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