Team:Edinburgh UG/TestPage
When $a \ne 0$, there are two solutions to \(ax^2 + bx + c = 0\) and they are $$x = {-b \pm \sqrt{b^2-4ac} \over 2a}.\leftrightarrow$$
| Constant | Value | Unit | Description |
|---|---|---|---|
| $$k_{sMR}$$ | $$24.67^{*}$$ | $$nM min^{-1}$$ | Transcription rate of LacI-mRNA, constitutive promoter |
| $$\lambda_{MR}$$ | $$0.462$$ | $$min^{-1}$$ | Degradation rate of LacI-mRNA |
| $$k_{sR}$$ | $$15$$ | $$min^{-1}$$ | Translation rate of LacI protein |
| $$\lambda_{R}$$ | $$0.2$$ | $$min^{-1}$$ | Degradation rate of LacI protein |
| $$k_{2R}$$ | $$50$$ | $$nM^{-1} min^{-1}$$ | Dimerization rate of LacI monomer |
| $$k_{-2R}$$ | $$10^{-3}$$ | $$min^{-1}$$ | Dissociation rate of LacI dimer |
| $$k_{rT7}$$ | $$960$$ | $$nM^{-1} min^{-1}$$ | |
| $$k_{-rT7}$$ | $$2.4$$ | $$min^{-1}$$ | |
| $$\lambda_{R2}$$ | $$0.2$$ | $$min^{-1}$$ | |
| $$k_{dr1}$$ | $$3\times10^{-7}$$ | $$nM^{-2}min^{-1}$$ | |
| $$k_{-dr1}$$ | $$$$ | $$$$ | |
| $$k_{dr2}$$ | $$$$ | $$$$ | |
| $$k_{-dr2}$$ | $$$$ | $$$$ | |
| $$k_{rCre}$$ | $$$$ | $$$$ | |
| $$k_{-rCre}$$ | $$$$ | $$$$ | |
| $$k_{dr3}$$ | $$$$ | $$$$ | |
| $$k_{-dr3}$$ | $$$$ | $$$$ | |
| $$\lambda_{I2R2}$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ | |
| $$$$ | $$$$ | $$$$ |
