1. Find an optimal parameterization of a matrix-chain product below using a dp approach. Show your calculations and the results. A15x104210x3433x124412x5455x504650x6

using matlab to Create a square identity matrix using (while) loop and (break) .

Compose the ROC , gain and lift charts of the Naive Bayes model Compose the ROC , gain and lift charts of the K-Nearest Neighbor model which model is better? Argue why

Solve using single application of Simpson’s 3/8 rule, with n = 4 and n= 5

Please answer completely will give rating surely

I want unique answer Apply the DP based MCM algorithm to determine optimal parenthesization among the following matrices: A17 x 1 A21 x 5 A35 x 4 A44 x 2

Given the matrix -1 -1 0 1 5 -4 3 2 0-6 -5 0 -3 -3 0 -2 6-20 L4 -6 0 A([0, 1, end], [1, end - 1, end]) A([1, end -1, end], [0, 1, end]) A([2, end - 1, end], [1, 2, end]) A([1, 2, end], [2, end - 1, end]) -4- O 0 5 -3 4 2 5 -1- [5 stored in A. What command should I enter in the command window to extract 6 L4 -4 -2 -6 -1. 0 2

We must draw for each output Karnaugh map and minimize all maps. The simplified outputs: a = ĀC + ĀBD + BCD + ABC b = AB + ACD + ĀCD + ABC c = ĀB + ĀD + BCD + ABC d = ACD + ABC + BCD + ABC + ĀBŪD e = ACD + BCD f = ĀBC + ACD + ĀBD + ABC g = ACD + ABC + ABC + ABC %3D %3D

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4.b. Convert following CFG and CNF S→ ASA | aB A → B S B → be