markayla61
14.09.2019 •
Mathematics
The demand equation for kitchen ovens is given by the equation
d(q) = –338q + 4,634
where d(q) is the price in dollars and q is the number of kitchen ovens demanded per week. the supply equation for kitchen ovens is
s(q) = 400q^2 + 20
where q is the quantity the supplier will make available per week in the market when the price is p dollars. find the equilibrium point (q, p) rounded to the nearest hundredth.
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Ответ:
The equilibrium point is (3, 3620)
Step-by-step explanation:
We set the supply and the demand equation equal to each other and solve:
We can solve by factoring:
Setting each factor equal to zero we get:
Only a positive quantity makes sense, so q=3 is the equilibrium quantity.
To get the equilibrium price we just plug 3 in place of q in any of the functions. Let us use the demand function which is easier to handle:
Therefore the equilibrium price is p=3620
In ordered pair form the equilibrium point is (3, 3620)
Ответ:
7/6
Step-by-step explanation:
7cup of flour/ 2 of the original receipe= 3.5 cups more
1/3 original receipe x 3.5= 776 of cocoa
please give me the brainlest answer if it is correct