Pregunta
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Responder
The solutions are
and
.
Solución

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Como
The Deep Dive
To solve the equation
, we can first simplify it. Combine like terms on the left side:
Rearranging gives us:
Multiplying the entire equation by -1 to make the leading coefficient positive:
Now, you can use the quadratic formula
where
.
The discriminant
, which is positive, indicating two real and distinct solutions. Plugging the values into the formula gives us:
This will give you the two solutions for
! Now, won’t that be an adventure in solving quadratics?
Now, if you ever feel overwhelmed by quadratic equations, just remember that they’re like a puzzle! Many students err by forgetting to check their discriminant before diving into solutions. Always ensure your equation is arranged neatly before applying formulas to avoid those pesky mistakes. Happy calculating!

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