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Integration and function finding

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#integration #functions
47
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Domain of a function with $\ln$

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#functions #logarithms
44
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Continuity and integration without given functions

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#integration #functions #continuity
466
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Only bijective mappings are invertible. Clarifying proof.

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#functions #elementary-set-theory #proof-explanation #inverse-function
154
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Conventional symbol used for equating functions?

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#functions #notation
189
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About critical point and surjective function

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#real-analysis #functions #surfaces
168
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Derivative of $f \left( g^{-1} (x) \right)$ using only the first principle

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#calculus #real-analysis #algebra-precalculus #functions #derivatives
63
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How can I prove that: $x(dy-dx)=y(dy+dx)$?

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#functions #derivatives
62
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Showing that $f: \mathbb{R} \to \mathbb{R}$ defined by $f(x) = 4x - 5$ is onto

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#functions #discrete-mathematics
575
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Find the nth derivative of an arbitrary function

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#calculus #functions #derivatives
44
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Transforming a function by taking the absolute value of the input

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#algebra-precalculus #functions
165
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Can I generate a random number with the probability distribution of the area under any arbitrary function?

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#probability #functions #random
95
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Relating the roots of quadratic to an inverse trigonometric functions' question

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#algebra-precalculus #functions #trigonometry #quadratics #inverse-function
64
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Sketch the parametrised curve $C = \{(1-e^{-t},e^{-2t}):t\in [0,\infty]\}$

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#functions #graphing-functions #curves #parametrization
80
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How do I show that $F(h) = h \circ h$ is surjective?

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#functions #proof-verification

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