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Mathematics 8 Online
OpenStudy (hockeychick23):

Stats help please?

OpenStudy (hockeychick23):

I measure a response variable y at several values of the explanatory variable x, which is "time of measurement". Plotting log y against time of measurement looks approximately like a straight line with a positive slope. I can conclude that: A. I should also take the log of the time variable B. The rate of growth of y is positive but slowing down C. An exponential curve would fit will to a plot of y against time D. Since only logs of numbers greater than one are positive, the line best fitted to the plot of y against time would have to have slope greater than one. E. I should have taken the log of the time instead of log y

OpenStudy (hockeychick23):

@rational can you help me with this please?

OpenStudy (rational):

\[\ln y=mx+b\] means \[y=e^{mx+b}\] so an exponential curve works well for modelling

OpenStudy (hockeychick23):

@rational does that mean it would be C. An exponential curve would fit will to a plot of y against time?

OpenStudy (rational):

Yes

OpenStudy (hockeychick23):

Ok thank you!

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