So I imported multiple data points starting off from data1 to data11. I have them configured onto a graph, but I also have to find the line of best fit for each. I need to find the line of best fit for the data I have stored as [data2] with the range parameters of what I have below.
{290., 0.057}, {290.5, 0.055}, {291., 0.055}, {291.5, 0.056}, {292., \
0.056}, {292.5, 0.056}, {293., 0.054}, {293.5, 0.053}, {294., 0.054}, \
{294.5, 0.051}, {295., 0.053}, {295.5, 0.055}, {296., 0.057}, {296.5, \
0.054}, {297., 0.052}, {297.5, 0.055}, {298., 0.054}, {298.5, 0.055}, \
{299., 0.055}, {299.5, 0.051}, {300., 0.052}, {300.5, 0.055}, {301., \
0.052}, {301.5, 0.054}, {302., 0.054}, {302.5, 0.052}, {303., 0.053}, \
{303.5, 0.052}, {304., 0.053}, {304.5, 0.052}, {305., 0.054}, {305.5, \
0.053}, {306., 0.054}, {306.5, 0.053}, {307., 0.053}
So far, I've been able to find the line of best fit by:
line = Fit[data2, {1, x}, x]
however, I need to abide by the range parameters I provided above and plot that line of fit against the original plot.
I am a rookie, so thank you in advance.
data1
,data11
,data2
etc. clearly. i.stack.imgur.com/HTqMl.png $\endgroup$