Understanding Scientific Output

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The discussion clarifies the meaning of scientific notation, specifically the use of "e" to denote exponents in calculations. The example 1.2246e-016 translates to 1.2246 times ten to the power of negative sixteen, simplifying the representation of very small numbers. Participants noted the distinction between this use of "e" and its mathematical significance as the base of natural logarithms. The conversation highlights a common confusion between different contexts of "e," emphasizing that in scientific notation, it represents powers of ten. Overall, the explanation aids in understanding how to interpret and use scientific output effectively.
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I've been using a calculator and did end up with the answer in the form of 5.34588e-012 or something like that.
I was learning Matlabs where I did
sin(pi)=1.2246e-016

I'm not into how did sin(pi) go equal to 1.2246e-016 but what does 1.2246e-016 mean ?

I googled it and someplace it wrote
1e1=10
3e3=3000

Does this mean e3=10^3, 3e3=3*10^3 ?
 
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You're spot on. In this scenario (as with many calculators) e simply means 'exponent' or 'times ten to the power of'. It's often shortened (as in Excel) to just XeY meaning 'X times ten to the power of Y'

1.2246e-016 means 1.2246x10^-16
Sure saves writing out 0.00000000000000012246 :)Don't be mixed up with e being the base of the natural logarithm (2.71828, it's an irrational constant, like Pi). I don't know what level of maths you're at, so if you haven't heard of e being used in this context, it's probably not something you need to worry about. If you know all about it already, ignore this.
 
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Yes I've the idea of ln and log along with exponential e^x or 10^x. So at first I too thought XeY= X*e^Y rather than X*10^Y.
But I guess it's all clear now :)
Thanks Mate
 
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