y = 0.0064x^2 - 2E-15x + 3.25

y = -0.0104x^2 + 0.0638x + 6.1847

asked by guest
on Sep 20, 2024 at 2:38 am



You asked:

Solve the system of equations:\[\begin{aligned}y &= 0.0064 \cdot {x}^{2} - 2 E - 15 x + 3.25\\y &= -\left( 0.0104 \cdot {x}^{2} \right) + 0.0638 x + 6.1847\end{aligned}\]

MathBot Answer:

The system of equations has infinitely many solutions.

$$\begin{aligned}E &= - \frac{21 y}{26} - \frac{30389 \sqrt{6533849 - 1040000 y}}{422500} - \frac{3281407}{169000}\\x &= \frac{\sqrt{6533849 - 1040000 y}}{104} + \frac{319}{104}\end{aligned}$$

\(y\) is a free variable.

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