How Do You Determine the Supply Equation Given Market Conditions?

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SUMMARY

The discussion centers on determining the supply equation for a commodity given its demand equation D = -5p + 5 and specific market conditions. At a price of $1, twelve units are supplied, and the task is to find the linear supply equation when the market price is $4. The supply equation is proposed as s = ap + b, where p is the price variable and a and b are constants that need to be determined. The key point is that the market price is where supply equals demand, necessitating the correct formulation of the equations.

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For a certain commodity, the demand equation is given by D= -5p + 5=. At a price of $1, twelve units of the commodity are supplied. If the supply equation is linear and the market price is $4, find the supply equation.

Answer:

For this one I have come up with a formula of:

s= ap+b where p if the varialbe, price, and a,b are constants

s is supply.

I think I have to find a and b but amd not sure.

Can someone help me with figure this one out...
 
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wmosley said:
For a certain commodity, the demand equation is given by D= -5p + 5=. At a price of $1, twelve units of the commodity are supplied. If the supply equation is linear and the market price is $4, find the supply equation.

First you'll need to find out the amount supplied at the market price. Market price is when supply equals demand.

Do you have the equation correct? If D = -5p + 5 and the market price is $4, then you're working in negatives... Did you mean -5p + 50?
 
Oh great, he found his way here, too.

He's already posted half his homework here

So don't bother answering.
 

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