Question: [20 Points] Pascal's Triangle: Pascal's Triangle is a self-generated sequence forming a triangular pattern that has a wide verity of applications. The link http://www.mathsisfun.com/pascals- triangle.html

[20 Points] Pascal's Triangle: Pascal's Triangle is a self-generated sequence forming

[20 Points] Pascal's Triangle: Pascal's Triangle is a self-generated sequence forming a triangular pattern that has a wide verity of applications. The link http://www.mathsisfun.com/pascals- triangle.html provides interesting facts about Pascal's Triangle. One of the application of Pascal's Triangle is that it can be used to write a binomial of nth power in expanded form. Write a program that will generate the expanded form a binomial of up to 10th power 3. he://wwow.mathsisfun.com/pascals: triangls html provides interesting trdimeks wictityuw.laisaltun.Parw.Intattulwww.mathsistunconneascatt I Stating the problem clearly: Given: a. (ax + by)" where n is a whole number between 0 and 10. a and b are any real numbers x and y are variables. b. Find: (i)(ax)k(by)"-k Bc I Describe the input and output information. Input Parameters: a, b, and n Output Parameters: coefficients of the binomial expansion a. b. II Write the following binomial in expanded form (show your work): (1.2x 1.5y)3 (2x -3y)6 IV. Develop an algorithm and convert it to a C (or C++) program V. Test the solution using problems worked out by hand and other trivial solutions. [20 Points] Pascal's Triangle: Pascal's Triangle is a self-generated sequence forming a triangular pattern that has a wide verity of applications. The link http://www.mathsisfun.com/pascals- triangle.html provides interesting facts about Pascal's Triangle. One of the application of Pascal's Triangle is that it can be used to write a binomial of nth power in expanded form. Write a program that will generate the expanded form a binomial of up to 10th power 3. he://wwow.mathsisfun.com/pascals: triangls html provides interesting trdimeks wictityuw.laisaltun.Parw.Intattulwww.mathsistunconneascatt I Stating the problem clearly: Given: a. (ax + by)" where n is a whole number between 0 and 10. a and b are any real numbers x and y are variables. b. Find: (i)(ax)k(by)"-k Bc I Describe the input and output information. Input Parameters: a, b, and n Output Parameters: coefficients of the binomial expansion a. b. II Write the following binomial in expanded form (show your work): (1.2x 1.5y)3 (2x -3y)6 IV. Develop an algorithm and convert it to a C (or C++) program V. Test the solution using problems worked out by hand and other trivial solutions

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