How to determine point is Inside the Triangle?

VBA subroutine to determine the angle at which the max area occurs?

• For the isosceles triangle shown below, as the angle (θ) changes, so does the area of the triangle. Using the equations shown below, write a VBA subroutine to determine the angle at which the maximum area occurs. Requirements for this solution are as follows: Read the length of the sides (x) from the spreadsheet (1 point). Vary the angle of the triangle from 0° to 180°, in increments of 1°, and calculate the area of the triangle for each angle. Use the equations shown below (6 points). Remember to convert the angle in degrees to radians for the calculations (2 points). Write each angle and area to the spreadsheet (2 points). Identify the angle at which the maximum area is achieved (2 points). Use the data from step 4 to generate a graph that shows the angle (y-axis) vs. the area (x-axis). Make sure the graph axes are labeled and a title is included on the graph (6 points). Include a complete flowchart for the VBA program (6 points). The base is "b" and the 2 sides "x" the angle is at the vertex of sides "x"

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