How to factor a rational
- To: mathgroup at smc.vnet.net
- Subject: [mg78813] How to factor a rational
- From: Steven Siew <siewsk at bp.com>
- Date: Tue, 10 Jul 2007 06:31:16 -0400 (EDT)
I'm trying to factor a rational constant (4/3) L in equation 1 so that it looks like equation 2 But I was unable to do so. What would be the correct transformation to do so? $ cat file6.out Mathematica 5.2 for Students: Microsoft Windows Version Copyright 1988-2005 Wolfram Research, Inc. In[1]:= Out[1]= {stdout} In[2]:= (* Write your mathematica code below *) In[3]:= eq1 = (4/3)*L*A - (4/3)*L*B == a*k*t 4 A L 4 B L Out[3]= ----- - ----- == a k t 3 3 In[4]:= FullForm[eq1] Out[4]//FullForm= > Equal[Plus[Times[Rational[4, 3], A, L], Times[Rational[-4, 3], B, L]], > Times[a, k, t]] In[5]:= eq2 = (4/3)*L*(A - B) == a*k*t 4 (A - B) L Out[5]= ----------- == a k t 3 In[6]:= FullForm[eq2] Out[6]//FullForm= > Equal[Times[Rational[4, 3], Plus[A, Times[-1, B]], L], Times[a, k, t]] In[7]:= eq3 = eq1 /. Rational[n_, d_]*(a_)*(b___) + Rational[-n, d]*(c_)*b -> Ra tional[n, d]*(a - c)*b 4 A L 4 B L Out[7]= ----- - ----- == a k t 3 3 In[8]:= (* End of mathematica code *) In[9]:= Quit[];
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