Question

which command is used in maxima to find transpose of a maxima A​

Answer 1

Answer:

The Maxima manual solve syntax discussion relevant to solving one equation is: Function: solve(expr, x) Function: solve(expr) Solves the algebraic equation expr for the variable x and returns a list of solution equations in x. If expr is not an equation, the equation expr = 0 is assumed in its place.

$ maxima -q (%i1) ratsimp(9); (%o1) 9 (%i2) ratsimp(10.0); rat: replaced 10.0 by 10/1 = 10.0 (%o2) 10 (%i3) string(ratsimp(4.2)); /* string to print it on one line */ rat: replaced 4.2 by 21/5 = 4.2 (%o3) 21/5 (%i4) string(factor(3.2)); /* string to print it on one line */ rat: replaced 3.2 by 16/5 = 3.2 (%o4) 2^4/5 (% ...

What appears in the right-hand pane is a description of the Maxima natural logarithm function. We define the number e to be exp(1), and usually write exp(x) using the shorter expression ex. For example, we write the law of exponents as eaeb = ea+b.

Explanation:

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