do on matlab

Problem $(4)$: Growth data of a sunflower plant is given in the following table:

The data can be modeled with a function in the form $y=\frac{H}{1+e^{-(a+bt)}},$ where $y$ is the height, $H$ is a

maximum height, a and $b$ are constants, and $t$ is the number of days. By assuming that $H=102$

in$.,$ determine the constants a and $b$ such that the function best fits the data. Use the function to

estimate the height in day $40.$ In one figure, plot the function and the data points.

Using subplots, create two plots with one on the left and the other on the right. On the left, the data and the fit should be shown as straight lines. On the right, plot height vs day.