Question: (4) A- Evaluate the following (Answer Two): (12 points) 1) f(t) = t & g(t) = vt - 1; Find the domains and ranges of

(4) A- Evaluate the following (Answer Two): (12 points) 1) f(t) = t & g(t) = vt - 1; Find the domains and ranges of (), 9. f+g, and g) 2) Iff(x) = x - 5 and g(x) = x2 + 3; Find the following: 1gf(x))9(g(x) f(2)), g(g(-5))] 3) Give an equation for the shifted graph. Then sketch the original and shifted graph together, labeling each graph with its equation. 1) y = -V; Right 6 1 11) y = =(x + 1) + 5; Down 5 and right 1 B- Find the derivative of the following: (13 points) (n+1)(n+2) 2) g(n) = (n-1) (1-2) 3) y = sec(x cos x) Q5) 1) y = e* (% +x="/2) f(x) = A- Answer the following (Answer Two): (12 points) 1) Find the natural domain for the following: x + 6 8-VX2 - 25 2) Find the equation of the line passing through the origin and the point of intersection of a = x + 2y = 2 & b = 2x - y = -6 3) f(a) = va +1 & g(a) =a & h(a) = Find (fogoh) a4 B- Graph the following: (13 points) 1) y = -tan tx 2) y = csc (9)
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