- #1
lax1113
- 179
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Quadratic equation without numbers??
How would one go about solving an equation such as B2X2+2ABCX-ABC2 for the value of x that equals zero?
All of the letters are constants except for X, so would this be a quadratic equation problem.?
The solution in the book is somehow
x=(AC/B){[tex]\sqrt{1+(B/A)}[/tex])-1}
that -1 on the end is not the the negative 1 power, but -1
How would one go about solving an equation such as B2X2+2ABCX-ABC2 for the value of x that equals zero?
All of the letters are constants except for X, so would this be a quadratic equation problem.?
The solution in the book is somehow
x=(AC/B){[tex]\sqrt{1+(B/A)}[/tex])-1}
that -1 on the end is not the the negative 1 power, but -1