sold, how will this affect the maximum profit and the price the company should charge for each television set? (D) Determine the break-even points for the company. (E) Determine the production level that will result in a profit of $100,000. (F) Determine the production level that will result in a profit of $0. (G) Determine the production level that will result in a loss of $50,000. (H) Determine the production level that will result in a loss of $100,000. (I) Determine the production level that will result in a loss of $200,000. (J) Determine the production level that will result in a loss of $300,000. (K) Determine the production level that will result in a loss of $400,000. (L) Determine the production level that will result in a loss of $500,000. (M) Determine the production level that will result in a loss of $600,000. (N) Determine the production level that will result in a loss of $700,000. (O) Determine the production level that will result in a loss of $800,000. (P) Determine the production level that will result in a loss of $900,000. (Q) Determine the production level that will result in a loss of $1,000,000. (R) Determine the production level that will result in a loss of $1,100,000. (S) Determine the production level that will result in a loss of $1,200,000. (T) Determine the production level that will result in a loss of $1,300,000. (U) Determine the production level that will result in a loss of $1,400,000. (V) Determine the production level that will result in a loss of $1,500,000. (W) Determine the production level that will result in a loss of $1,600,000. (X) Determine the production level that will result in a loss of $1,700,000. (Y) Determine the production level that will result in a loss of $1,800,000. (Z) Determine the production level that will result in a loss of $1,900,000.