MyWikiBiz, Author Your Legacy — Wednesday November 27, 2024
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30 bytes removed
, 03:10, 19 June 2008
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| (y) & \operatorname{d}x\ (\operatorname{d}y) & + & | | (y) & \operatorname{d}x\ (\operatorname{d}y) & + & |
| (x) & (\operatorname{d}x)\ \operatorname{d}y & + & | | (x) & (\operatorname{d}x)\ \operatorname{d}y & + & |
− | ((x, y)) & \operatorname{d}x\ \operatorname{d}y \\ | + | ((x, y)) & \operatorname{d}x\ \operatorname{d}y \\ |
| y & \operatorname{d}x\ (\operatorname{d}y) & + & | | y & \operatorname{d}x\ (\operatorname{d}y) & + & |
| (x) & (\operatorname{d}x)\ \operatorname{d}y & + & | | (x) & (\operatorname{d}x)\ \operatorname{d}y & + & |
− | (x, y) & \operatorname{d}x\ \operatorname{d}y \\ | + | (x, y) & \operatorname{d}x\ \operatorname{d}y \\ |
| (y) & \operatorname{d}x\ (\operatorname{d}y) & + & | | (y) & \operatorname{d}x\ (\operatorname{d}y) & + & |
| x & (\operatorname{d}x)\ \operatorname{d}y & + & | | x & (\operatorname{d}x)\ \operatorname{d}y & + & |
− | (x, y) & \operatorname{d}x\ \operatorname{d}y \\ | + | (x, y) & \operatorname{d}x\ \operatorname{d}y \\ |
| y & \operatorname{d}x\ (\operatorname{d}y) & + & | | y & \operatorname{d}x\ (\operatorname{d}y) & + & |
| x & (\operatorname{d}x)\ \operatorname{d}y & + & | | x & (\operatorname{d}x)\ \operatorname{d}y & + & |
− | ((x, y)) & \operatorname{d}x\ \operatorname{d}y \\ | + | ((x, y)) & \operatorname{d}x\ \operatorname{d}y \\ |
| \end{smallmatrix}</math> | | \end{smallmatrix}</math> |
| |} | | |} |
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| | | | | |
| {| align="center" | | {| align="center" |
− | |- | + | | |
− | | height="36px" | <math>f_{6}\!</math>
| + | <math>\begin{smallmatrix} |
− | |-
| + | f_{6} \\ |
− | | height="36px" | <math>f_{9}\!</math>
| + | f_{9} \\ |
| + | \end{smallmatrix}</math> |
| |} | | |} |
| | | | | |
| {| align="center" | | {| align="center" |
− | |- | + | | |
− | | height="36px" | <math>(x,\ y)\!</math>
| + | <math>\begin{smallmatrix} |
− | |-
| + | (x, & y) \\ |
− | | height="36px" | <math>((x,\ y))\!</math>
| + | ((x, & y)) \\ |
| + | \end{smallmatrix}</math> |
| |} | | |} |
| | | | | |
| {| align="center" | | {| align="center" |
− | |- | + | | |
− | | height="36px" |
| + | <math>\begin{smallmatrix} |
− | |-
| + | |
− | | height="36px" |
| + | \end{smallmatrix}</math> |
| |} | | |} |
| | | | | |
| {| align="center" | | {| align="center" |
− | |- | + | | |
− | | height="36px" |
| + | <math>\begin{smallmatrix} |
− | |-
| + | |
− | | height="36px" |
| + | \end{smallmatrix}</math> |
| |} | | |} |
| |- | | |- |
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| {| align="center" | | {| align="center" |
− | |- | + | | |
− | | height="36px" |
| + | <math>\begin{smallmatrix} |
− | |-
| + | |
− | | height="36px" |
| + | \end{smallmatrix}</math> |
| |} | | |} |
| | | | | |
| {| align="center" | | {| align="center" |
− | |- | + | | |
− | | height="36px" |
| + | <math>\begin{smallmatrix} |
− | |-
| + | |
− | | height="36px" |
| + | \end{smallmatrix}</math> |
| |} | | |} |
| |- | | |- |
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| {| align="center" | | {| align="center" |
− | |- | + | | |
− | | height="36px" |
| + | <math>\begin{smallmatrix} |
− | |-
| + | |
− | | height="36px" |
| + | \end{smallmatrix}</math> |
− | |-
| |
− | | height="36px" |
| |
− | |-
| |
− | | height="36px" |
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| |} | | |} |
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| {| align="center" | | {| align="center" |
− | |- | + | | |
− | | height="36px" |
| + | <math>\begin{smallmatrix} |
− | |-
| + | |
− | | height="36px" |
| + | \end{smallmatrix}</math> |
− | |-
| |
− | | height="36px" |
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− | |-
| |
− | | height="36px" |
| |
| |} | | |} |
| |- style="height:36px" | | |- style="height:36px" |