Within certain limits, slime mold is hypothesized to grow at a rate proportional to its size. That
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Within certain limits, slime mold is hypothesized to grow at a rate proportional to its size. That is if y(t) = size of slime mold at time t, [(dy)/(dt)] = k y (t), where [(dy)/(dt)] is the rate of growth.
If the size of the slime mold is measured at time intervals of 1 day for 300 days, we have 300 pairs of data. How could linear regression be used to check the significance of this hypothesized growth model?
Related Book For
Differential Equations and Linear Algebra
ISBN: 978-0131860612
2nd edition
Authors: Jerry Farlow, James E. Hall, Jean Marie McDill, Beverly H. West
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