Simplify the following expression using K-Map for a and write the simplified equation.  I need help understanding this question. Can you please show

Please Please use PYTHON CODE to do this. Thank You. 7. Use the bisection method to find a solution of the equation:  f(x) = x2-2ex = 0.

Handwork problem (also includes MATLAB applications): HW10_1 First, compute the integral analytically. Then estimate the integral to 6 decimal places, as instructed. a) handwork Use multiple applications of the trapezoid rule, with n=6. .3 dx b) handwork Apply the composite trapezoid rule, with n=6. (3x + 1)3 c) MATLAB Apply the composite trapezoid rule, with n=6, 12 & 24 d) handwork Use multiple applications of Simpson's 1/3 rule, with n=6. e) handwork Apply the composite Simpson's 1/3 rule, with n=6. f) MATLAB Apply the composite Simpson's 1/3 rule, with n= 6, 12 & 24 for all cases, handwork & MATLAB: Compare all results with the exact integral, and compute the relative errors using MATLAB and publish as pdf.

Q3: Write a matlab program call matq3.m that returns the plot of the 2- D space defined by the following equation: (-xsin(x) cos (x) - 2π ≤ x < 0 x ≥ 2π Label the x-axis and y-axis and z-axis and title to the curve. y =

Use Matlab to Plot the graph shown in image 2 using data in table on image 1, BMI= W*H Where W is the weight in kilograms and H is the height in meters. Or the four color curves, use the line width ‘3’. To display a BMI of a person use the following: circular MarkSize ‘8’, MarkerEdgeColor ‘cyan’. To display this you have to enter two values. these are the Height in meters and Weight in kilograms. And inform the outcome results to the person from the command window.

Please do the following question with the required python coding. Question is in the photo.

Attach code and output.