Question: A rectangular box is to have a square base and a volume of 80 fts . If the material for the base costs 15 cents

 A rectangular box is to have a square base and avolume of 80 fts . If the material for the base costs15 cents per square foot, material for the top costs 35 centsper square foot, and the material for the sides costs 20 centsper square foot, determine the dimensions of the square base (in feet)
that minimize the total cost of materials used in constructing the rectangularbox. O 4-by-4 O 2-by-2 O 5-by-5 8-by-8 O 6-by-6The wholesale pricep of e-tablet writing styluses in dollars is related to the supply> in thousands of units by 400p3 - x2 - 3591, If3,000 styluses are available at the beginning of a week, and the

A rectangular box is to have a square base and a volume of 80 fts . If the material for the base costs 15 cents per square foot, material for the top costs 35 cents per square foot, and the material for the sides costs 20 cents per square foot, determine the dimensions of the square base (in feet) that minimize the total cost of materials used in constructing the rectangular box. O 4-by-4 O 2-by-2 O 5-by-5 8-by-8 O 6-by-6The wholesale price p of e-tablet writing styluses in dollars is related to the supply > in thousands of units by 400p3 - x2 - 3591, If 3,000 styluses are available at the beginning of a week, and the price is falling at 9 cents per week, which one of the following statements is true? O Supply is rising at 36,000 styluses per week Supply is falling at 36,000 styluses per week O Supply is falling at 24,000 styluses per week O Supply is falling at 36 styluses per week O Supply is rising at 24,000 styluses per weekGiven the demand equation a = 8 + 32 P , where p represents the price in dollars and > the number of units, determine the elasticity of demand when the price p is equal to $2. O O O\fThe weekly demand for Math Wars - The Force Multiplies video games is given by 300 P + 2500 C- 6 where @ is the number thousands of video games produced and sold, and p is in dollars. Using the Marginal Revenue function, R'(), approximate the marginal revenue when 12, 000 video games have been produced and sold. $2375 $2650 O $2400 $2575 $2450

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