This is pretty easy to do: • You need a monotonic time-base. With sin(), you get one complete sine cycle every $2 pi $ input values. In this case, I generated a increasing value with a maximum of ~15 (or a bit more then 2 cycles).

• Then, you apply the sin() function to the values from the first column, in a second column. • You now have a sine-wave dataset! Plot it: Volia: A sine wave! For different frequencies, you can incorporate a scaling value into the time-value before it is fed into the sin() function. This will let you arbitrarily scale the time-units between multiple columns, if needed.

• Note that this sine-wave has a peak-peak value of 2 units, and the timebase is arbitrary. I leave scaling the wave up to you (just apply an offset and scaling value to the sinewave column). Oracle 8.0 5 more. • I'm assuming familliarity with excel. If you don't know how to plot things in excel, you should ask somewhere like.

• Technically, I did this with. It's close enough. Android Iso Arm. So, this shows that you got what you want, but it doesn't really show how you got there. For example, if I want to display a basic 1V AC sine wave with a graphical calculator, I just plot: sin(x), or y=sin(x). Roland Plotter Serial Cable Pinout. 2V amplitude sine wave with a 1V DC offset would be: 2sin(x)+1 (I haven't figured out how to incorporate frequency in Hz yet).

But this syntax doesn't seem to be directly compatible with a spreadsheet document. What do you actually type in the cells of your spreadsheet to get that result? – Nov 4 '17 at 5:41 •.

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