such as, Ax(squared)+Bx+C=0 or x=B+/-[B(squared)-4AC]/2A
[ ]=under radical
Explain why it doent matter which side of a math equation you bring all the values to when determining a,b,c?
by the symmetric property of equality we are able to "flip" an equation...for example
0=2x+4 is the same as 2x+4=0
a quadratic equation will work the same way
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