Inactive Tutor answered 06/30/23
148 - x2 = 52 + x2/2; 3x2/2 = 96; x2 = 64; x = 8. Equilibrium price p = 148 - 64 = $84 per hundred units.
CS = ∫08(148 - x2 - 84)dx = (64x - x3/3)08 = $341.33
PS = ∫08(84 - 52 - x2/2)dx = (32x - x3/6)08 = $170.67
Zen B.
asked 06/28/23The management of the Titan Tire Company has determined that the quantity demanded x of their Super Titan tires/week is related to the unit price p by the relation
p = 148 − x2 where p is measured in dollars and x is measured in units of a thousand. Titan will make x units of the tires available in the market if the unit price is p=52+1/2x^2 dollars
Inactive Tutor answered 06/30/23
148 - x2 = 52 + x2/2; 3x2/2 = 96; x2 = 64; x = 8. Equilibrium price p = 148 - 64 = $84 per hundred units.
CS = ∫08(148 - x2 - 84)dx = (64x - x3/3)08 = $341.33
PS = ∫08(84 - 52 - x2/2)dx = (32x - x3/6)08 = $170.67
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