Q1) Given f(x) =x -6. What is f(4)? [ f(4) = -2]

Q1) f(x) =\(3 \over{x^ 3 + 2}\) What is f(4)? [ \(\frac{1}{22}\)]

Q1) g(x) =\(6 \over{x^ 3 + 5}\) Solve for g(x)= \(\frac{6}{13}\). [ 2]

Q2) Given h(x) =x -10. What is h(9)? [ h(9) = -1]

Q2) g(x) =\(10 \over{x^ 2 + 4}\) What is g(9)? [ \(\frac{2}{17}\)]

Q2) f(x) =\(7 \over{x^ 2 -2}\) Solve for f(x)= 3\(\frac{1}{2}\). [ 2]

Q3) Given f(x) =x -2. What is f(9)? [ f(9) = 7]

Q3) h(x) =\(7 \over{x^ 2 + 8}\) What is h(2)? [ \(\frac{7}{12}\)]

Q3) f(x) =\(x^ 3 + 8.\) Solve for f(x)=0. [ x = -2]

Q4) Given g(x) =x -6. What is g(6)? [ g(6) = 0]

Q4) f(x) =\(x^ 3 -3.\) What is f(8)? [ 509]

Q4) h(x) =\(2 \over{x^ 3 -7}\) Solve for h(x)= \(\frac{1}{59}\). [ 5]

Q5) Given h(x) =x -2. What is h(2)? [ h(2) = 0]

Q5) f(x) =\(9 \over{x^ 3 + 6}\) What is f(4)? [ \(\frac{9}{70}\)]

Q5) h(x) =\(x^ 3 -8.\) Solve for h(x)=-133. [ x = -5]

Q6) Given g(x) =x -3. What is g(4)? [ g(4) = 1]

Q6) Given h(x) =x + 4. What is h(3)? [ h(3) = 7]

Q6) g(x) =\(3 \over{x^ 2 -5}\) Solve for g(x)= \(\frac{3}{139}\). [ 12]

Q7) Given g(x) =x -2. What is g(6)? [ g(6) = 4]

Q7) h(x) =\(x^ 3 -2.\) What is h(-3)? [ -29]

Q7) f(x) =\(6 \over{x^ 3 -4}\) Solve for f(x)= \(\frac{3}{862}\). [ 12]

Q8) Given f(x) =x -10. What is f(7)? [ f(7) = -3]

Q8) Given h(x) =x + 5. What is h(8)? [ h(8) = 13]

Q8) g(x) =\(3 \over{x^ 3 + 8}\) Solve for g(x)= \(\frac{1}{117}\). [ 7]

Q9) Given h(x) =x + 4. What is h(7)? [ h(7) = 11]

Q9) h(x) =\(4 \over{x^ 3 + 4}\) What is h(2)? [ \(\frac{1}{3}\)]

Q9) h(x) =\(3 \over{x^ 3 + 8}\) Solve for h(x)= \(\frac{3}{224}\). [ 6]

Q10) Given f(x) =x + 8. What is f(3)? [ f(3) = 11]

Q10) g(x) =\(2 \over{x^ 2 + 8}\) What is g(1)? [ \(\frac{2}{9}\)]

Q10) h(x) =\(6 \over{x^ 3 + 2}\) Solve for h(x)= \(\frac{3}{5}\). [ 2]