x + 2/x =3 compare with satandard form.
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Answer:
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Step-by-step explanation:
n some cases (for example when solving systems of equations), we might want to bring an equation written in another form to standard form.
Let's bring the equation y=\dfrac{3}{8}x+5y=
8
3
x+5y, equals, start fraction, 3, divided by, 8, end fraction, x, plus, 5 to standard form:
\begin{aligned} y&=\dfrac{3}{8}x+5 \\\\ -\dfrac{3}{8}x+y&=5\quad\gray{\text{Put all variables on one side}} \\\\ -3x+8y&=40\quad\gray{\text{Multiply by denominator}} \end{aligned}
y
−
8
3
x+y
−3x+8y
=
8
3
x+5
=5Put all variables on one side
=40Multiply by denominator
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