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| You can see them in the vertexLocations list. For example, the first 10 coordinates may look like thees: In[5]:= vertexLocations[[1 ;; 10]] Out[5]= {{1.10698, 1.50615}, {2.19579, 0.841207}, {1.25174, 0.799162}, {2.10738,... |
| In[1]:= data = {4, 10, 50} Out[1]= {4, 10, 50} In[2]:= data1 = -data Out[2]= {-4, -10, -50} In[3]:= Correlation[data, data1] Out[3]= -1 |
| You can do it in both forms by specifying the Precision, i.e. the total number of digits in the mantissa: EngineeringForm[66666.66`7] or ScientificForm[66666.66`7] If you want to present the mantissa with only one digit before the... |
| It can be done as follows: years = 18; data = QuantityMagnitude@ Normal[WeatherData["Philadelphia", "MeanTemperature", {{2007, 1, 1}, {2006 + years, 12, 31}, "Day"}]][[All, 2]]; model = a Sin[b t + c]... |
| You can use also Reduce[] function: In[1]:= s18[n_] := 1/a1 (a10 2^(18 n - 18) + a9 2^(16 n - 16) + a8 2^(14 n - 14) + a7 2^(12 n - 12) + a6 2^(10 n - 10) + a5 2^(8 n - 8) + a4 2^(6 n - 6) + a3 2^(4 n - 4) + a2 2^(2 n - 2)) ... |
| You must add a list of variables in Solve[] function, something like this: eq1 = (IDSAT - ((1/2*mun0*Coxn*W/L)*((VGS - Vth)^2)*(1 + lambdan*VDS)) == 0); eq2 = (IRSS - (VX/RSS) == 0); eq3 = (IRD - (VDD/RD) + (VOUT/RD)... |
| If sq means simply square, then the result is 2005956546822746114 The code looks like a trick code because the inner Mod[] has a simple result equal to 14 ;) We can compute manually the result: 14^2 - 2 = 194 194^2-2 = 37634 ... |
| Thank you, Abrita, for your answer! |
| CellPrint@ Cell[StyleData["CodeText"], FontFamily -> "Source Serif Pro", FontSlant -> "Italic", FontColor -> Darker[Brown], Background -> LightPurple] ![enter image description here][1] [1]:... |
| Hi, Muhammad, A little earlier, I have mentioned exactly the case of item 1.8. Try an obvious modification of your present code. There is no need to construct another one. And the code needs to be appropriate to beginner's level with Table! |