Question
Find the point of equilibrium of the demand and supply equations. The point of equilibrium is the price $p$ and the number of units $x$ that satisfy both the demand and supply equations.Demand $\quad$ Supply$p=100-0.05 x \quad p=25+0.1 x$
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This gives us the equation: \[100 - 0.05x = 25 + 0.1x\] Show more…
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Find the point of equilibrium of the demand and supply equations. The point of equilibrium is the price $p$ and the number of units $x$ that satisfy both the demand and supply equations. $\begin{aligned} & \text {Supply} \\ p=& 380+0.1 x \\ p=& 25+0.1 x \\ p=& 80+0.00001 x \\ p=& 225+0.0005 x \end{aligned}$ Demand $p=100-0.05 x$
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Find the point of equilibrium of the demand and supply equations. The point of equilibrium is the price $p$ and the number of units $x$ that satisfy both the demand and supply equations. $\begin{aligned} & \text {Supply} \\ p=& 380+0.1 x \\ p=& 25+0.1 x \\ p=& 80+0.00001 x \\ p=& 225+0.0005 x \end{aligned}$ Demand $p=500-0.4 x$
Find the point of equilibrium of the demand and supply equations. The point of equilibrium is the price $p$ and the number of units $x$ that satisfy both the demand and supply equations. $\begin{aligned} & \text {Supply} \\ p=& 380+0.1 x \\ p=& 25+0.1 x \\ p=& 80+0.00001 x \\ p=& 225+0.0005 x \end{aligned}$ Demand $p=140-0.00002 x$
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