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Problems with finding inverse by using gcd

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#inverse #gcd-and-lcm
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Why is $\arcsin(x) = \pi$ an impossible equation?

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#trigonometry #inverse
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Inverse of a 3x3 block matrix

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#matrices #inverse #block-matrices
73
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Indicate functions that have an inverse, that is defined for all reals

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#functions #inverse
49
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A guess about invertible sign matrix

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#linear-algebra #inverse #matrix-analysis
85
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What is the mathematical approach of inversing a function resulting in a piece-wise solution?

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#exponential-function #inverse #radicals #inverse-function #piecewise-continuity
19
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How to combine $V$($3\times 3$ matrix) from $V^{-1}XV$?

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#matrices #inverse
45
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Show that $\forall x\in \Bbb{R}$ and for a fixed $a\in \Bbb{R},\;t_a= a+x$ is invertible

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#linear-algebra #linear-transformations #inverse
75
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How to make squaring method of finding an inverse function to be invertible?

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#exponential-function #inverse #radicals #inverse-function #inverse-function-theorem
166
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Computing the image of $(0, 1)$ under $f(x) = 1/(1 + x)$

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#calculus #real-analysis #functions #inverse #inverse-function
55
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Proving the inverse of $1/(1 + 2x)$ is $(1 - y)/2y$

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#functions #inverse #inverse-function
69
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Is there a name for this particular type of matrix?

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#linear-algebra #matrices #inverse #block-matrices
900
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Prove the derivative of $\arctan(x)$ using derivative definition

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#trigonometry #derivatives #inverse
74
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Matrix inversion properties

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#matrices #inverse
385
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Vandermonde infinite matrix inverse

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#inverse #infinite-matrices #ramanujan-summation

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