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Inverse cubic function

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#inverse-function #cubics
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How can I find the inverse of $f(x) = 7 + 5x^3 + x^7$?

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#calculus #derivatives #inverse-function
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"Class" of functions whose inverse, where defined, is the same "class"

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#functions #applications #inverse-function
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Show that $f+\epsilon g\in{\rm Diff^1}(\Bbb R^m)$ for all $\epsilon\in(-\epsilon_0,\epsilon_0)$

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#analysis #multivariable-calculus #proof-verification #inverse-function
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What is the pre-image of $f(x) = \frac{1 }{1 + x^2}$ at $\{0\}$

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#algebra-precalculus #functions #inverse #inverse-function
59
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If $g(x)$ and $f^{-1}(x+1)$ are symmetrical about $y=x$, find $g(2)$

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#calculus #group-theory #inverse-function
44
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Inverse Trig Function Help

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#derivatives #inverse-function
26
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Write $W$ in terms of $U$ and $V$ where $\phi_W=\phi_U+\phi_V$ and $\tanh(i)=\phi_i$ for all $i$.

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#hyperbolic-functions #inverse-function
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(Complex) angle between vectors in $\mathbb{C}^n$?

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#complex-analysis #trigonometry #inverse-function
97
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Inverting the expected value of a truncated normal

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#probability #inverse-function
32
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Is it possible to express that functions are inverses, quantifying over one variable?

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#functions #logic #inverse #first-order-logic #inverse-function
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The inverse of projection function is a closed map?

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#general-topology #inverse-function #map-projections #closed-map
189
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Maple Inverse Function $y=x^2-2$

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#inverse-function
132
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Measure of invertibility of functions

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#cardinals #inverse-function
60
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Troubles with finding an inverse function

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#power-series #taylor-expansion #inverse-function #lambert-w

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