Let C(x)=100+x be a Cost function, and x+50p=200 be a price-demand funci (1.) Total Revenue (2.) Total Profit (3.) Average Cost (4.) Average Revenue (5.) Average Profit (6.) Marginal Cost (7.) Marginal Revenue (8.) Marginal Profit (9.) Marginal Average Cost (10.) Marginal Average Revenue (11.) Marginal Average Profit
(a.) x (b.) 25−1x+4 (c.) 25−1x+3 (d.) 25−1x+100 (e.) 0 (f.) 50−1x2+3x−100 (g.) 1 (h.) 200−50p (i.) 50−1 (j.) 50−1x2+4x (k.) 50−1x+3−x100 (l.) 50200−x (m.) 50−1x+4 (n.) 50−1+x2100 (o.) (100+x)−(x+50p) (p.) x100+1 (q.) x2−100
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Let C(x)=100+x be a Cost function, and x+50p=200 be a price-demand funci (1.) Total Revenue (2.) Total Profit (3.) Avera
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Let C(x)=100+x be a Cost function, and x+50p=200 be a price-demand funci (1.) Total Revenue (2.) Total Profit (3.) Avera
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