4.`*^-12 Sqrt[3.0254210421890627`*^22 - 6.25`*^22 T6^2]
The above expression is equal to
Sqrt[0.48406736675024997` - T6^2]
How can I tell Mathematica to simplify the first form into the second form?
4.`*^-12 Sqrt[3.0254210421890627`*^22 - 6.25`*^22 T6^2]
The above expression is equal to
Sqrt[0.48406736675024997` - T6^2]
How can I tell Mathematica to simplify the first form into the second form?
Building on Silvia's comment:
expr = 4.`*^-12 Sqrt[3.0254210421890627`*^22 - 6.25`*^22 T6^2];
Rationalize[Factor //@ expr, 0] // Simplify
Sqrt[1936269467001/4000000000000 - T6^2]
% // N
Sqrt[0.484067 - 1. T6^2]
The 1. is an artifact of // N due to - T6^2 being internally Times[-1, Power[T6, 2]].
Rationalize isn't needed: Factor //@ expr // Simplify will do.
– m_goldberg
Jan 17 '13 at 08:16
Sqrt[9 x] will automatically simplify to 3 Sqrt[x], correct? Do you want a formatting rule like this?
– Mr.Wizard
Jan 17 '13 at 10:05
FullSimplify[MapAt[Factor, yourExpression, {2, 1}]]. – Silvia Jan 17 '13 at 07:40FullSimplifyisn't needed;Simplifywill do. – m_goldberg Jan 17 '13 at 07:54FullSimplify. – Silvia Jan 17 '13 at 10:15