Timpfeiffer/Mein Tafelwerk

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== Physik ==
<ul>
<li> Geschwindigkeit:<br>
<math>v=\frac{s}{t}</math></li>
<li> Dichte:<br>
<math>\rho=\frac{m}{V}</math></li>
<li> Hebelgesetz:<br>
<math>F_1 \cdot l_1=F_2 \cdot l_2</math></li>
</ul>
== Mathematik ==
==== Fläche: ====
<li> von Quadrat: <br>
<math>A=a^2</math>
<li> von Rechteck: <br>
<math>A=a \cdot b</math>
<li> von Dreieck: <br>
<math>A=\frac{c \cdot h_c}{2}</math>
<li> von Trapez: <br>
<math>A=\frac{(a+c) \cdot h_a}{2}</math>
<li> von Raute: <br>
<math>A=\frac{e \cdot f}{2}</math>
<li> von Drachenviereck: <br>
<math>A=\frac{e \cdot f}{2}</math>

==== Volumen: ====
<li> von Würfel: <br>
<math>a^3</math>
<li> von Quader: <br>
<math>a \cdot b \cdot c</math>
<li> von Prisma: <br>
<math>A_G \cdot h</math>
== Informatik ==
=== ASCII-Code (unvollständig!) ===
<table border=2>
<tr>
<td>32</td>  <td> </td>  <td>58</td>  <td>:</td>  <td>80</td>  <td>P</td>  <td>105</td>  <td>i</td>
</tr>
<tr>
<td>33</td>  <td>!</td>  <td>61</td>  <td>=</td>  <td>81</td>  <td>Q</td>  <td>106</td>  <td>j</td>
</tr>
<tr>
<td>34</td>  <td>"</td>  <td>63</td>  <td>?</td>  <td>82</td>  <td>R</td>  <td>107</td>  <td>k</td>
</tr>
<tr>
<td>37</td>  <td>%</td>  <td>64</td>  <td>@</td>  <td>83</td>  <td>S</td>  <td>108</td>  <td>l</td>
</tr>
<tr>
<td>38</td>  <td>&</td>  <td>65</td>  <td>A</td>  <td>84</td>  <td>T</td>  <td>109</td>  <td>m</td>
</tr>
<tr>
<td>44</td>  <td>,</td>  <td>66</td>  <td>B</td>  <td>85</td>  <td>U</td>  <td>110</td>  <td>n</td>
</tr>
<tr>
<td>45</td>  <td>-</td>  <td>67</td>  <td>C</td>  <td>86</td>  <td>V</td>  <td>111</td>  <td>o</td>
</tr>
<tr>
<td>46</td>  <td>.</td>  <td>68</td>  <td>D</td>  <td>87</td>  <td>W</td>  <td>112</td>  <td>p</td>
</tr>
<tr>
<td>47</td>  <td>/</td>  <td>69</td>  <td>E</td>  <td>88</td>  <td>X</td>  <td>113</td>  <td>q</td>
</tr>
<tr>
<td>48</td>  <td>0</td>  <td>70</td>  <td>F</td>  <td>89</td>  <td>Y</td>  <td>114</td>  <td>r</td>
</tr>
<tr>
<td>49</td>  <td>1</td>  <td>71</td>  <td>G</td>  <td>90</td>  <td>Z</td>  <td>115</td>  <td>s</td>
</tr>
<tr>
<td>50</td>  <td>2</td>  <td>72</td>  <td>H</td>  <td>97</td>  <td>a</td>  <td>116</td>  <td>t</td>
</tr>
<tr>
<td>51</td>  <td>3</td>  <td>73</td>  <td>I</td>  <td>98</td>  <td>b</td>  <td>117</td>  <td>u</td>
</tr>
<tr>
<td>52</td>  <td>4</td>  <td>74</td>  <td>J</td>  <td>99</td>  <td>c</td>  <td>118</td>  <td>v</td>
</tr>
<tr>
<td>53</td>  <td>5</td>  <td>75</td>  <td>K</td>  <td>100</td>  <td>d</td>  <td>119</td>  <td>w</td>
</tr>
<tr>
<td>54</td>  <td>6</td>  <td>76</td>  <td>L</td>  <td>101</td>  <td>e</td>  <td>120</td>  <td>x</td>
</tr>
<tr>
<td>55</td>  <td>7</td>  <td>77</td>  <td>M</td>  <td>102</td>  <td>f</td>  <td>121</td>  <td>y</td>
</tr>
<tr>
<td>56</td>  <td>8</td>  <td>78</td>  <td>N</td>  <td>103</td>  <td>g</td>  <td>122</td>  <td>z</td>
</tr>
<tr>
<td>57</td>  <td>9</td>  <td>79</td>  <td>O</td>  <td>104</td>  <td>h</td>  <td>128</td>  <td>€</td>
</tr>
</table>
=== Hexadezimalsystem ===
<table border=2>
<tr>
<td>0</td>  <td>00</td>  <td>1</td>  <td>01</td>  <td>2</td>  <td>02</td>  <td>3</td>  <td>03</td>
<td>4</td>  <td>04</td>  <td>5</td>  <td>05</td>  <td>6</td>  <td>06</td>  <td>7</td>  <td>07</td>
<td>8</td>  <td>08</td>  <td>9</td>  <td>09</td>  <td>10</td>  <td>0A</td>  <td>11</td>  <td>0B</td>
<td>12</td>  <td>0C</td>  <td>13</td>  <td>0D</td>  <td>14</td>  <td>0E</td>  <td>15</td>  <td>0F</td>
</tr>
<tr>
<td>16</td>  <td>10</td>  <td>17</td>  <td>11</td>  <td>18</td>  <td>12</td>  <td>19</td>  <td>13</td>
<td>20</td>  <td>14</td>  <td>21</td>  <td>15</td>  <td>22</td>  <td>16</td>  <td>23</td>  <td>17</td>
<td>24</td>  <td>18</td>  <td>25</td>  <td>19</td>  <td>26</td>  <td>1A</td>  <td>27</td>  <td>1B</td>
<td>28</td>  <td>1C</td>  <td>29</td>  <td>1D</td>  <td>30</td>  <td>1E</td>  <td>31</td>  <td>1F</td>
</tr>
<tr>
<td>32</td>  <td>20</td>  <td>33</td>  <td>21</td>  <td>34</td>  <td>22</td>  <td>35</td>  <td>23</td>
<td>36</td>  <td>24</td>  <td>37</td>  <td>25</td>  <td>38</td>  <td>26</td>  <td>39</td>  <td>27</td>
<td>40</td>  <td>28</td>  <td>41</td>  <td>29</td>  <td>42</td>  <td>2A</td>  <td>43</td>  <td>2B</td>
<td>44</td>  <td>2C</td>  <td>45</td>  <td>2D</td>  <td>46</td>  <td>2E</td>  <td>47</td>  <td>2F</td>
</tr>
<tr>
<td>48</td>  <td>30</td>  <td>49</td>  <td>31</td>  <td>50</td>  <td>32</td>  <td>51</td>  <td>33</td>
<td>52</td>  <td>34</td>  <td>53</td>  <td>35</td>  <td>54</td>  <td>36</td>  <td>55</td>  <td>37</td>
<td>56</td>  <td>38</td>  <td>57</td>  <td>39</td>  <td>58</td>  <td>3A</td>  <td>59</td>  <td>3B</td>
<td>60</td>  <td>3C</td>  <td>61</td>  <td>3D</td>  <td>62</td>  <td>3E</td>  <td>63</td>  <td>3F</td>
</tr>
<tr>
<td></td>  <td></td>  <td></td>  <td></td>  <td></td>  <td></td>  <td></td>  <td></td>
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<td></td>  <td></td>  <td></td>  <td></td>  <td></td>  <td></td>  <td></td>  <td></td>
</tr>
<tr>
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</table>

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