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x^2-ax+a^2=0 find the discriminant of the equation
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\[x ^{2}-ax+a ^{2}=0 \]this is the equation correct?
correct
What does the question ask you to do?
to find the discriminant
\(\bf ax^2+bx+c=0\qquad discriminant \implies b^2-4ac\\ \quad \\ x^2-ax+a^2=0\qquad \implies \textit{what do you think?}\)
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notice your coefficients
I'm following jdoe
how do I deal with a^2
well, is just a variable, thus your discriminant will be in terms of "a"
a=1, b=a, c=a^2?
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\(\begin{array}{llll} &a&b&c\\ &1x^2&-ax&+a^2=0 \end{array}\qquad \bf \implies b^2-4ac\implies (-a)^2-4(1)(a^2)\)
-3a^2
yeap
Wow
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