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f9. [I2 Points] TANAPCALC10 6.4.043. Marginal Cost A division of Ditton Industries manufactures a deiuxe toaster oven. Management has determined that the daily marginal cost

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\f9. [I2 Points] TANAPCALC10 6.4.043. Marginal Cost A division of Ditton Industries manufactures a deiuxe toaster oven. Management has determined that the daily marginal cost function associated With producing these toaster ovens is given by C(x) = 0.0mm2 e 0.14x+ 22 where C'(x) is measured in dollars per unit and x denotes the number of unios uroduoed. Management has also determined that the daily xed cost incurred in the production is $900. (3) Find the total cost incurred by Ditton in producing the rst 300 units of these toaster ovens per day. $: (b) What is the total cost incurred by Ditton in producing the 2015t through 300th units/day? e: Need Help? @@ 10. [-/2 Points] DETAILS TANAPCALC10 6.4.044. Marginal Revenue The management of Ditton Industries has determined that the daily marginal revenue function associated with selling 1 units of their deluxe toaster ovens is given by the followmg, where R'(x) is measured in dollais/unit. R'(x) : .lx + 40 (3) Find the daily total revenue realized from the sale of 200 units of the toaster oven. $: (b) Find the additional revenue reaiized when the production (and sales) level is increased from 200 to 300 units. $: 1. {11 Points] DETAILS TANAPCALC1I) 6.4.002. Find the area (in square units) of the region under the graph cf the function {on the Interval [72, 9], using the Fundamental Theorem af Calculus. Then verify your result using geometry. square Unl Need Help? 2. [-II Points] DETAILS TANAPCALC10 6.4.005.MI. Find the area (In square units) of the region under the graph of the function fon the interval [71, 3]. x)=2x+8 square units Need Help? 3. [I1 Points] TANAPCALC1I) 6.4.007.MI. Flnd the area (in square units) or the I'Eglun under the graph ar the function fon the Interval [71, 2]. f(x) : 7x2 + 5 square units Need Help? 4. {11 Points] DETAILS TANAPCALC10 6.4.009.MI. Find the area (in square units) of the region under the graph cf the function {on the interval [1, 9]. 100:1 x square UNIS

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