Let f(Q) be the number of cups in Q quarts, and let g(x) be the number...
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Let f(Q) be the number of cups in Q quarts, and let g(x) be the number of ounces in x cups. 1. Find an equation of f. Since there are 4 cups in one quart, f(Q) = 4x 2. Find an equation of g. Since there are 8 ounces in one cup, g(x) = 3. Find an equation of g . f. (gof)(Q)= = g(4Q) = Find (gof)(5). What does it mean in this situation? Let f(Q) be the number of cups in Q quarts, and let g(x) be the number of ounces in x cups. 1. Find an equation of f. Since there are 4 cups in one quart, f(Q) = 4x 2. Find an equation of g. Since there are 8 ounces in one cup, g(x) = 3. Find an equation of g . f. (gof)(Q)= = g(4Q) = Find (gof)(5). What does it mean in this situation?
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1 Equation of f is fQ 4Q Because there are 4 cups in one quart 2 Equation of g is gx 8x ... View the full answer
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