Homework Solution: Write a MATLAB function that will be called like this:…

    Write a MATLAB function that will be called like this: Z = smart_math(X,Y) Assume the input variables X and Y are defined as lists of numbers. The return value of the function should be a list of values named Z, where each value of Z is calculated by using the corresponding values of X and Y according to this equation: latex2img.php?&density=150&source=Z%3D%5 Notes: Use element-by-element operations - Z should have the same number of elements that X and Y have. Your code must work for any valid lists of numbers. You do NOT have to use a loop for this problem. Example Test Case: X = [4 23.1 61 3]; Y = [3 2 1 .5]; Z=smart_math(X,Y); should have an output Z = [5.4777 11.5806 1.0164 1.6261]; Do not include any test cases in the code you submit. Assume X and Y are row vectors of equal length. Be sure to define and end your function properly.

    Expert Answer

    Write a MATLAB power that obtain be designated love this:
    Z = smart_math(X,Y)
    Assume the input variables X and Y are settled as inventorys of mass. The give-back treaabiding of the power should be a inventory of treasures designated Z, where each treaabiding of Z is adapted by using the identical treasures of X and Y according to this equation:

    latex2img.php?&density=150&source=Z%3D%5

    Notes:

    Verification element-by-element operations – Z should entertain the selfselfsame sum of elements that X and Y entertain.

    Your rule must toil ce any operative inventorys of mass.

    You do NOT entertain to verification a loop ce this collection.

    Example Cupel Case: X = [4 23.1 61 3]; Y = [3 2 1 .5]; Z=smart_math(X,Y);
    should entertain an output Z = [5.4777 11.5806 1.0164 1.6261];

    Do referable embody any cupel cases in the rule you resign.

    Assume X and Y are dignity vectors of correspondent tediousness.

    Be abiding to settle and purpose your power properly.

    Expert Response

     

    Executable rule:

    Program

    power Z=smart_math(X,Y)

    Z=((X.^Y)+sqrt(Y))./(X.*Y);

    end

    X = [4 23.1 61 3];

    Y = [3 2 1 .5];

    smart_math(X,Y)