If I have a symbolic expression sqrt(2) + x, is it possible to get this to show as 1,414.... + x?
Edit:
I should probably add that my symbolic expression can be any arbitrary composition of numbers and symbols.
Hello,
I would try n(sqrt(2)) + x.
This results in x + 1.41421356237310
If your symbolic expression is a polynomial and your constants are algebraic numbers, work in a polynomial ring with coefficients in AA or QQbar.
sage: R.<x> = PolynomialRing(AA)
sage: a = AA(2).sqrt()
sage: x - a
x - 1.414213562373095?
Elements of AA or QQbar are exact. Compare:
sage: a = AA(2).sqrt()
sage: b = sqrt(2)
sage: c = n(sqrt(2))
sage: aa = a^2
sage: bb = b^2
sage: cc = c^2
sage: aa == 2
True
sage: bb == 2
2 == 2
sage: cc == 2
False
Asked: 2014-07-21 16:53:33 +0100
Seen: 479 times
Last updated: Jul 21 '14
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Could you give us a more serious (real) example of what you want, please ?