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That means about 0.0000000000000000000000122 etc. It's very weird, and it makes it annoying when multiplying sin/cos by enormous numbers.
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This is larger than you think, actually.
If you have
sin of 3.14
you get http://i.imgur.com/SmaaR.jpg
when you set a variable to it, you get http://i.imgur.com/Zj9a5.jpg
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SJRCS_011 wrote:
This is larger than you think, actually.
If you have
sin of 3.14
you get http://i.imgur.com/SmaaR.jpg
when you set a variable to it, you get http://i.imgur.com/Zj9a5.jpg
The variable watcher rounds to the nearest 0.1, but the actual variable is equal to sin(3.14).
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roijac wrote:
Aw, I was gonna say that.
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You mean offline? Well, that's normal. Squeak can only report values of trigonometric functions exactly up to a certain point. From that point on, its accuracy diminishes.
In 2012, scientists at the LHC discovered the Higgs boson, which explains the source of the masses of the W+, W-, and Z bosons, as well as fermions.Offline
It also happens with the
([tan v] of (180))block!!!
In 2012, scientists at the LHC discovered the Higgs boson, which explains the source of the masses of the W+, W-, and Z bosons, as well as fermions.Offline
3sal2 wrote:
It also happens with the
([tan v] of (180))block!!!![]()
roijac wrote:
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Yeah, with computers, you only get so many significant decimal places. Anything past that amount is just garbage. On 64bit systems, you might get different results.





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It's currently the maximum computer accuracy. Think about Planck's constant (about 6*10^-34).
In 2012, scientists at the LHC discovered the Higgs boson, which explains the source of the masses of the W+, W-, and Z bosons, as well as fermions.Offline
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