Oakville is a fungal disease that infects oak trees scientists have discovered that a single tree in a small forest is infected with oak wilt they determined that they can use this exponential model to predict the number of trees in the forest that will be affected after t years
F(t)=e^0.4t
Part a
Graph the function F(t)=e^0.4t


Part b
The scientist believe the Forest will be seriously damaged 121 or more of the force 200 Oak trees are infected by oak wilt according to their model how many years will it take for 21 of the trees to be infected type the correct answer in the box use numerals instead of words round your answer to the nearest 10th

It will take approximately ____ years for 21 of the trees to become infected

Part c
Rewrite the exponential model as a logarithmic model that calculates the number of years, g(x), for the number of infected trees to reach a value of X

Part d
Grab the logarithmic function that models the number of years g(x) for the number of infected trees to reach a value of X

Part e
Compare the features of the grass of functions FNG then use your observations to describe the Relationship between the domain and range of the two functions