Solve {l}{6482}{3757} | Microsoft Math Solver

\left. \begin{array} { l } { 6482 } \\ { 3757 } \end{array} \right.

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3757,6482

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\left. \begin{array} { l } { 6482 } \\ { 3757 } \end{array} \right.

To sort the list, start from a single element 6482.

6482

Insert 3757 to the appropriate location in the new list.

3757,6482

Evaluate

6482,\ 3757

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\left. \begin{array} { l } { 6482 } \\ { 3757 } \end{array} \right.

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How do you find the inverse of \displaystyle{\left[\begin{array}{cc} -{2}&{3}\\{5}&{7}\end{array}\right]} ?

https://socratic.org/questions/how-do-you-find-the-inverse-of-2-3-5-7

Concatenate an identity matrix onto the given matrix and do row operations, until the original matrix is an identity matrix. Explanation: Concatenate an identity matrix onto the given matrix: \displaystyle{\left[\begin{array}{cc|cc} -{2}&{3}&{1}&{0}\\{5}&{7}&{0}&{1}\end{array}\right]} ...

How do you multiply \displaystyle{\left(\begin{array}{cc} {2}&{1}\\-{1}&{0}\end{array}\right)} by \displaystyle{\left(\begin{array}{cc} {4}&{2}\\{3}&-{1}\end{array}\right)} ?

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\displaystyle{\left(\begin{array}{cc} {2}&{1}\\-{1}&{0}\end{array}\right)}\times{\left(\begin{array}{cc} {4}&{2}\\{3}&-{1}\end{array}\right)}={\left(\begin{array}{c} \begin{array}{c} {11}\\{3}\end{array}\\\begin{array}{c} -{4}\\-{2}\end{array}\end{array}\right)} ...

How do you find AB if \displaystyle{A}={\left[\begin{array}{cc} {4}&{3}\\{7}&{2}\end{array}\right]} and \displaystyle{B}={\left[\begin{array}{cc} {8}&{5}\\{9}&{6}\end{array}\right]} ?

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\displaystyle{A}{B}={\left(\begin{array}{cc} {59}&{38}\\{74}&{47}\end{array}\right)} Explanation: \displaystyle{A}={\left(\begin{array}{cc} {4}&{3}\\{7}&{2}\end{array}\right)} \displaystyle{B}={\left(\begin{array}{cc} {8}&{5}\\{9}&{6}\end{array}\right)} ...

How do you multiply \displaystyle{\left(\begin{array}{cc} {3}&-{2}\\-{1}&{1}\end{array}\right)} with \displaystyle{\left(\begin{array}{cc} {3}&{1}\\-{2}&{4}\end{array}\right)} with \displaystyle{\left(\begin{array}{cc} -{2}&{4}\\{1}&{3}\end{array}\right)} ...

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The answer is \displaystyle={\left(\begin{array}{cc} -{31}&{37}\\{13}&-{11}\end{array}\right)} Explanation: The product of two 2x2 matrices is \displaystyle{\left(\begin{array}{cc} {a}&{b}\\{c}&{d}\end{array}\right)}\cdot{\left(\begin{array}{cc} {e}&{f}\\{g}&{h}\end{array}\right)}={\left(\begin{array}{cc} {a}{e}+{b}{g}&{a}{f}+{b}{h}\\{c}{e}+{d}{g}&{c}{f}+{d}{h}\end{array}\right)} ...

Integer multiplication using FFT

https://math.stackexchange.com/q/27444

-- answer first posted as comment -- At this point I think you're supposed to reinterpret this result as a natural number that's the product of the numbers you started with. Wait, \sqrt{2}? Have ...

how SVD is calculated in reality

https://math.stackexchange.com/questions/2252174/how-svd-is-calculated-in-reality

You did everything correctly. You already found \sigma_1,\sigma_2 - they are the square roots of the eigenvalues of A^TA so \sigma_1 = \sqrt{40},\sigma_2 = \sqrt{10}. After you found V with ...

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6482

To sort the list, start from a single element 6482.

3757,6482

Insert 3757 to the appropriate location in the new list.

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