Very good question. Yes, since it all the same height, its what you feel like. However, you can take a scale for each dimension and normalize it - which essentially turns out to what I have here because the normalization is in the same range. However, if you think the scale is not linear then you can get some interesting variations.
Thank you! It is simple and perfectly relevant for my exam ;D peace
lovely...
What defines the height on the graph? Is it simply however you feel like drawing it?
Very good question. Yes, since it all the same height, its what you feel like. However, you can take a scale for each dimension and normalize it - which essentially turns out to what I have here because the normalization is in the same range. However, if you think the scale is not linear then you can get some interesting variations.
Thanks
welcome
CovidImages need to be invested more than half19