Is there a symbol to mean “$x$ fits completely $v$ times in $y$”?Mathematical symbol for “and”Symbol/notation/strategy for figuring out an unknown inequality?'mod' or 'remainder' symbol valid in maths?What is a common symbol for angles and what are semantic differences?What are the variables by which I can differentiate the different fields of math?Notation for “should be equal to”Is there a symbol with values 0 and 1 depending on parity of a parameterNotation for eigenvaluesNotation: is there a symbol for “not a function of”?Mathematical way of saying “repeat this process (calculation) x amount of times”
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Is there a symbol to mean “$x$ fits completely $v$ times in $y$”?
Mathematical symbol for “and”Symbol/notation/strategy for figuring out an unknown inequality?'mod' or 'remainder' symbol valid in maths?What is a common symbol for angles and what are semantic differences?What are the variables by which I can differentiate the different fields of math?Notation for “should be equal to”Is there a symbol with values 0 and 1 depending on parity of a parameterNotation for eigenvaluesNotation: is there a symbol for “not a function of”?Mathematical way of saying “repeat this process (calculation) x amount of times”
$begingroup$
Is there a simpler way to write "$x$ fits completely $v$ times in $y$," i.e. is there a mathematical symbol or way to write for example:
"32 fits 0 times completely in 4" or for example "32 fits 1 time completely in 40" more compactly?
Is there a symbol (preferably not too specific to any particular mathematical field) that could replace the text in my two examples above?
notation education
asked Mar 21 at 14:50
litmuslitmus
297318
$endgroup$
add a comment |
$begingroup$
Is there a simpler way to write "$x$ fits completely $v$ times in $y$," i.e. is there a mathematical symbol or way to write for example:
"32 fits 0 times completely in 4" or for example "32 fits 1 time completely in 40" more compactly?
Is there a symbol (preferably not too specific to any particular mathematical field) that could replace the text in my two examples above?
notation education
asked Mar 21 at 14:50
litmuslitmus
297318
$endgroup$
1
$begingroup$
How about $lfloor4/32rfloor=0$ or $ lfloor40/32rfloor=1$, where $lfloor xrfloor$ is greatest integer function?
$endgroup$
– J. W. Tanner
Mar 21 at 14:53
1
$begingroup$
$leftlfloor dfrac4032rightrfloor = 1$ meanwhile $leftlfloordfrac163rightrfloor = 5$, etc...
$endgroup$
– JMoravitz
Mar 21 at 14:53
$begingroup$
How many times does $0$ fit in $1$ ?
$endgroup$
– TheSilverDoe
Mar 21 at 14:54
$begingroup$
@TheSilverDoe a complex infinity amount of times? wolframalpha.com/input/?i=floor(1%2F0)
$endgroup$
– litmus
Mar 21 at 15:09
add a comment |
$begingroup$
Is there a simpler way to write "$x$ fits completely $v$ times in $y$," i.e. is there a mathematical symbol or way to write for example:
"32 fits 0 times completely in 4" or for example "32 fits 1 time completely in 40" more compactly?
Is there a symbol (preferably not too specific to any particular mathematical field) that could replace the text in my two examples above?
notation education
asked Mar 21 at 14:50
litmuslitmus
297318
$endgroup$
Is there a simpler way to write "$x$ fits completely $v$ times in $y$," i.e. is there a mathematical symbol or way to write for example:
"32 fits 0 times completely in 4" or for example "32 fits 1 time completely in 40" more compactly?
Is there a symbol (preferably not too specific to any particular mathematical field) that could replace the text in my two examples above?
notation education
notation education
asked Mar 21 at 14:50
litmuslitmus
297318
asked Mar 21 at 14:50
litmuslitmus
297318
asked Mar 21 at 14:50
litmuslitmus
297318
asked Mar 21 at 14:50
litmuslitmus
297318
asked Mar 21 at 14:50
litmuslitmus
297318
297318
1
$begingroup$
How about $lfloor4/32rfloor=0$ or $ lfloor40/32rfloor=1$, where $lfloor xrfloor$ is greatest integer function?
$endgroup$
– J. W. Tanner
Mar 21 at 14:53
1
$begingroup$
$leftlfloor dfrac4032rightrfloor = 1$ meanwhile $leftlfloordfrac163rightrfloor = 5$, etc...
$endgroup$
– JMoravitz
Mar 21 at 14:53
$begingroup$
How many times does $0$ fit in $1$ ?
$endgroup$
– TheSilverDoe
Mar 21 at 14:54
$begingroup$
@TheSilverDoe a complex infinity amount of times? wolframalpha.com/input/?i=floor(1%2F0)
$endgroup$
– litmus
Mar 21 at 15:09
add a comment |
1
$begingroup$
How about $lfloor4/32rfloor=0$ or $ lfloor40/32rfloor=1$, where $lfloor xrfloor$ is greatest integer function?
$endgroup$
– J. W. Tanner
Mar 21 at 14:53
1
$begingroup$
$leftlfloor dfrac4032rightrfloor = 1$ meanwhile $leftlfloordfrac163rightrfloor = 5$, etc...
$endgroup$
– JMoravitz
Mar 21 at 14:53
$begingroup$
How many times does $0$ fit in $1$ ?
$endgroup$
– TheSilverDoe
Mar 21 at 14:54
$begingroup$
@TheSilverDoe a complex infinity amount of times? wolframalpha.com/input/?i=floor(1%2F0)
$endgroup$
– litmus
Mar 21 at 15:09
1
1
$begingroup$
How about $lfloor4/32rfloor=0$ or $ lfloor40/32rfloor=1$, where $lfloor xrfloor$ is greatest integer function?
$endgroup$
– J. W. Tanner
Mar 21 at 14:53
$begingroup$
How about $lfloor4/32rfloor=0$ or $ lfloor40/32rfloor=1$, where $lfloor xrfloor$ is greatest integer function?
$endgroup$
– J. W. Tanner
Mar 21 at 14:53
1
1
$begingroup$
$leftlfloor dfrac4032rightrfloor = 1$ meanwhile $leftlfloordfrac163rightrfloor = 5$, etc...
$endgroup$
– JMoravitz
Mar 21 at 14:53
$begingroup$
$leftlfloor dfrac4032rightrfloor = 1$ meanwhile $leftlfloordfrac163rightrfloor = 5$, etc...
$endgroup$
– JMoravitz
Mar 21 at 14:53
$begingroup$
How many times does $0$ fit in $1$ ?
$endgroup$
– TheSilverDoe
Mar 21 at 14:54
$begingroup$
How many times does $0$ fit in $1$ ?
$endgroup$
– TheSilverDoe
Mar 21 at 14:54
$begingroup$
@TheSilverDoe a complex infinity amount of times? wolframalpha.com/input/?i=floor(1%2F0)
$endgroup$
– litmus
Mar 21 at 15:09
$begingroup$
@TheSilverDoe a complex infinity amount of times? wolframalpha.com/input/?i=floor(1%2F0)
$endgroup$
– litmus
Mar 21 at 15:09
add a comment |
1 Answer
1
active
oldest
votes
$begingroup$
For $xneq 0$ You can use floor value of the division:
$$leftlfloorfracyxrightrfloor=v$$
For example:
$5$ fits completely $6$ times in $32$
$$leftlfloorfrac325rightrfloor=6$$
answered Mar 21 at 14:53
Jaroslaw MatlakJaroslaw Matlak
4,293930
$endgroup$
$begingroup$
Thank you @Jaroslaw Matlak, I had completely forgotten this one
$endgroup$
– litmus
Mar 21 at 15:06
add a comment |
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1 Answer
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oldest
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1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
$begingroup$
For $xneq 0$ You can use floor value of the division:
$$leftlfloorfracyxrightrfloor=v$$
For example:
$5$ fits completely $6$ times in $32$
$$leftlfloorfrac325rightrfloor=6$$
answered Mar 21 at 14:53
Jaroslaw MatlakJaroslaw Matlak
4,293930
$endgroup$
$begingroup$
Thank you @Jaroslaw Matlak, I had completely forgotten this one
$endgroup$
– litmus
Mar 21 at 15:06
add a comment |
$begingroup$
For $xneq 0$ You can use floor value of the division:
$$leftlfloorfracyxrightrfloor=v$$
For example:
$5$ fits completely $6$ times in $32$
$$leftlfloorfrac325rightrfloor=6$$
answered Mar 21 at 14:53
Jaroslaw MatlakJaroslaw Matlak
4,293930
$endgroup$
$begingroup$
Thank you @Jaroslaw Matlak, I had completely forgotten this one
$endgroup$
– litmus
Mar 21 at 15:06
add a comment |
$begingroup$
For $xneq 0$ You can use floor value of the division:
$$leftlfloorfracyxrightrfloor=v$$
For example:
$5$ fits completely $6$ times in $32$
$$leftlfloorfrac325rightrfloor=6$$
answered Mar 21 at 14:53
Jaroslaw MatlakJaroslaw Matlak
4,293930
$endgroup$
For $xneq 0$ You can use floor value of the division:
$$leftlfloorfracyxrightrfloor=v$$
For example:
$5$ fits completely $6$ times in $32$
$$leftlfloorfrac325rightrfloor=6$$
answered Mar 21 at 14:53
Jaroslaw MatlakJaroslaw Matlak
4,293930
answered Mar 21 at 14:53
Jaroslaw MatlakJaroslaw Matlak
4,293930
answered Mar 21 at 14:53
Jaroslaw MatlakJaroslaw Matlak
4,293930
answered Mar 21 at 14:53
Jaroslaw MatlakJaroslaw Matlak
4,293930
4,293930
$begingroup$
Thank you @Jaroslaw Matlak, I had completely forgotten this one
$endgroup$
– litmus
Mar 21 at 15:06
add a comment |
$begingroup$
Thank you @Jaroslaw Matlak, I had completely forgotten this one
$endgroup$
– litmus
Mar 21 at 15:06
$begingroup$
Thank you @Jaroslaw Matlak, I had completely forgotten this one
$endgroup$
– litmus
Mar 21 at 15:06
$begingroup$
Thank you @Jaroslaw Matlak, I had completely forgotten this one
$endgroup$
– litmus
Mar 21 at 15:06
add a comment |
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$begingroup$
How about $lfloor4/32rfloor=0$ or $ lfloor40/32rfloor=1$, where $lfloor xrfloor$ is greatest integer function?
$endgroup$
– J. W. Tanner
Mar 21 at 14:53
1
$begingroup$
$leftlfloor dfrac4032rightrfloor = 1$ meanwhile $leftlfloordfrac163rightrfloor = 5$, etc...
$endgroup$
– JMoravitz
Mar 21 at 14:53
$begingroup$
How many times does $0$ fit in $1$ ?
$endgroup$
– TheSilverDoe
Mar 21 at 14:54
$begingroup$
@TheSilverDoe a complex infinity amount of times? wolframalpha.com/input/?i=floor(1%2F0)
$endgroup$
– litmus
Mar 21 at 15:09