|
|
Zeile 1: |
Zeile 1: |
| <math>\begin{array}{rlll}\\
| |
| &II\quad& &-2*(2-2y)& + &12y& &=& &0& \mid \text{umformen} \\
| |
| &&&\Rightarrow& &-4& + &4y& + &12& &=& &0& \mid \text{umformen} \\
| |
| &&&\Rightarrow& &-4& + &16y& &=& &0&\mid \+4 \\
| |
| &&&\Rightarrow& &16y& &=& &4& \mid \div16 \\
| |
| &&&\Rightarrow& &y& &=& &\frac{1}{4}& \\
| |
| \end{array}</math>
| |
|
| |
| <math>\begin{array}{rlllll}\\
| |
| I\quad & 7x & - & 2y & = & 48\\
| |
| II\quad & 3x & + & 11y & = & 11
| |
| \end{array}</math>
| |
|
| |
|
| |
| <math> h(x) = H'(x) = H' \left( H(a) + \int_{a}^{x} h(t)\, dt \right) = H'(a) + H' \left( \int_{a}^{x} h(t)\, dt \right) = H' \left( \int_{a}^{x} h(t)\, dt \right) = H'\left(H(x)- H(a)\right)</math> | | <math> h(x) = H'(x) = H' \left( H(a) + \int_{a}^{x} h(t)\, dt \right) = H'(a) + H' \left( \int_{a}^{x} h(t)\, dt \right) = H' \left( \int_{a}^{x} h(t)\, dt \right) = H'\left(H(x)- H(a)\right)</math> |
|
| |
|
Version vom 4. Juni 2020, 00:55 Uhr
AKreis
m3
Text Text
Text Text
Test