For a simple quadratic equation, let's say in standard for is simply
ax^2+bx+c=0. Why cannot this be rearranged to solve for a, b , or c
when you have 2 values such as "a" and "b", "a" and "c", or "b"
and "c".
Why doesn't the equation hold true when you are trying to rearrange
to solve for missing variables?!
x= -b+- sqrt b^2-4ac / 2a that is for solving x
Why doesn't it hold true if you do the following for other
variables:
To solve for b: b= -ax^2+c / x
To solve for a: bx+c / x^2
to solve for c: c= -ax^2-bx
2007-10-03
13:32:37
·
4 answers
·
asked by
Anonymous
in
Mathematics