In the next five questions we will solve the following problem: Some data results in the following semi-log and log-log plots. Semi-log: Y = 0.4X + 0.7 3- > 2- 6 X Log-log: Y = 2.3X + 0.9 3- > 2- 0.0 0.2 0.4 0.6 0.8 1.0 X Find the function f() that best fits the original data. Question 5 0.25 pts What plot fits the data better? O Semi-log plot O Log-log plot Question 6 0.25 pts This means that our data comes from a(n) O Trigonometric function O Exponential function O Power function Question 7 0.25 pts This also means that data shown on a plot of our choice is O log10 2 vs. log10 f(z) O x vs. f(x) O x vs. log10 f(I) O log10 a VS. f(z)Question 8 0.75 pts We arrive at an equation O log10 f(x) = 2.3x + 0.9 O log10 f(x) = 2.3 10g10 2 + 0.9 log10 f(2) = 0.4x + 0.7 of(x) = 0.4x + 0.7 log10 f(x) = 0.410g10 2 + 0.7 Question 9 1 pts Solving the equation for f(x) gives... Note that on the tests you must show all the work. Of(x) = 1007 (1004)# of(x) = e23x 100.9 of(x) = 1023 (10 0.4) Of(x) = 1007 20.4 Of(*) = 1023 20.9