Hi hero, if you have some time can you help me understand how to solve Quadratic Equations, please?
\[-(-7_)\pm \sqrt{(-7)^{2}-4(3)(-5)} \over2(3)\]
the next step is
\[7\pm \sqrt{109}\over6\]
looks good so far :)
i don't understand the result 109
for instance: i know 7 sq = 49
4 * 3 = 12
4*-5=-20
but they don't add up to 109
you just can't simplify \[\sqrt{109 }\]so just leave it like that
this is sample equation
oh I see what you mean...
lets say the 2nd equation doens't exist: how to I arrive to the results of the 2nd equation
you have that under the radical (which is called the discriminant by the way) is \[(-7)^2-4(3)(-5)\]right? and you just don't see how that equals 109?
yes!
\[(-7)^2-4(3)(-5)=49+4(3)(5)=49+12(5)=49+60=109\]you maybe just missed the negative in the -5 makes the terms add I'm guessing....
tytytytytyty i needed to see it just like that. tytytytyt
anytime :)
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