Tabel lambang matematis: Béda antarrépisi
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Baris ka-36:
<td>implies; if .. then
<td>[[propositional calculus|propositional logic]]
<tr> <td colspan=3>''A'' ⇒ ''B'' means: if ''A'' is true then ''B'' is also true; if ''A'' is false then nothing is said about ''B''.<br>→ may mean the same as ⇒, or it may have the meaning for [[
<tr> <td colspan=3>''x'' = 2 ⇒ ''x''<sup>2</sup> = 4 is true, but ''x''<sup>2</sup> = 4 ⇒ ''x'' = 2 is in general false (since ''x'' could be −2)
Baris ka-169:
<tr>
<td rowspan=3 bgcolor=#d0f0d0 align=center><h1>( )<br>[ ]<br>{ }</h1>
<td>[[
<td>of
<td>[[naive set theory|set theory]]
Baris ka-308:
<td>integral from ... to ... of ... with respect to
<td>[[calculus]]
<tr> <td colspan=3>∫<sub>''a''</sub><sup>''b''</sup> ''f''(''x'') d''x'' means: the signed [[area]] between the ''x''-axis and the [[graph (functions)|graph]] of the [[
<tr> <td colspan=3>∫<sub>0</sub><sup>''b''</sup> x<sup>2</sup> d''x'' = ''b''<sup>3</sup>/3; ∫''x''<sup>2</sup> d''x'' = ''x''<sup>3</sup>/3
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