Question: (1 point) Find a second-degree polynomial p(x) = a + bx + C):2 that goes through the three points (0, 4), (7, 0), and (7,

 (1 point) Find a second-degree polynomial p(x) = a + bx+ C):2 that goes through the three points (0, 4), (7, 0),

and (7, 0). 1700 = as: How many possible solutions are there?There are ::: solutions. (Enter "infinity" if there are infinitely many solutions.)

(1 point) Find a second-degree polynomial p(x) = a + bx + C):2 that goes through the three points (0, 4), (7, 0), and (7, 0). 1700 = as: How many possible solutions are there? There are ::: solutions. (Enter "infinity" if there are infinitely many solutions.) (1 point) Each day an organism has 750 J of energy to divide between growth and reproduction. Each millimeter of growth costs 11 J and each egg produced costs 2 J. Denote the amount of growth per day by x1 and the average number of eggs produced per day by x2. Suppose that the organism divides its energy so that for every millimeter of growth that occurs each day, it produces (on average) 2 eggs. How much does it grow and how many eggs does it produce each day? The organism grows by :=: mm per day The organism produces an average of 555 eggs per day Suppose that the organism divides its energy so that the total energy spent on eggs is twice that spent on growth. How much does it grow and how many eggs does it produce each day? The organism grows by 5:: mm per day The organism produces an average of :=: eggs per day

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