Latest activity
-
Agent Smith reacted to jpanknin's post in the thread Simple vs. Compound events and experiments with
Like.
Because my brain doesn't really understand something until I understand how and why it works rather than just that it works. Even... -
I am sad to hear that you left a very high ranking title. If you still have the credentials to access that forum, please email them to...
-
What an elegant use of english language. Another wonderful use of english language (this time grammatically incorrect).
-
RRaffen replied to the thread Placing building in the corner of a plot of land.The middle red line is 10 units long. I don't think it is solvable without that info.
-
What an absolute, feckin plonker!!! -
\textcolor{indigo}{\bold{Solve.}} \bold{X}' = \displaystyle \begin{pmatrix} \phantom{-}2 & \phantom{-}5 & \phantom{-}1 \\[5pt] -5 & -6... -
logistic_guy replied to the thread transistor.v_o = I_2R_5 = (-400I)(5000) = (-400 \times 5.85305 \times 10^{-8})(5000) = -0.117061 \ \text{V} = \textcolor{blue}{-117.061 \ \text{mV}}
-
logistic_guy replied to the thread microprocessor - 6.\bold{3.} What is the purpose of the \overline{IORC} signal? \overline{\text{IORC}} signal initiates a read operation from an I/O device.
-
logistic_guy replied to the thread chord in a circle.Draw a perpendicular line from point O to the segment \overline{PQ}. Since this line is the perpendicular bisector of segment...
-
-
-
logistic_guy replied to the thread partial differential equation - 9.We continue. \frac{dx}{x} = \frac{dz}{z(1 - a)} (1 - a)\int\frac{dx}{x} = \int\frac{dz}{z} (1 - a)\ln x + E = \ln z \ln x^{1 - a}...
-
logistic_guy replied to the thread Euler function.💂♀️💂♀️ \varphi(11) = 11^0(11 - 1) = \textcolor{purple}{\bold{10}}
-
logistic_guy replied to the thread puzzle.The opposite of \bold{BESIDES} \rightarrow \textcolor{darkblue}{\bold{Without}} \bold{APPLICATION} \rightarrow...
-
-
K\displaystyle{L=\lim_{n \to \infty}\dfrac{1}{n}} is a number, and that number is L= 0. All elements 1/n are unequal to zero. And...
-
logistic_guy replied to the thread partial differential equation - 10.If you wanna live longer, solve partial differential equations. \frac{dx}{ax^2} = \frac{dy}{by^2} = \frac{dw}{cw^2} \frac{dx}{ax^2} =...
