SOLUTION: Find A and k in the function h=Ae^(kx)
The graph has a negative slope and the two points on the graph I have to use are (0,3) and (1,1.5)
I've tried subbing them into the equatio
Algebra ->
Exponential-and-logarithmic-functions
-> SOLUTION: Find A and k in the function h=Ae^(kx)
The graph has a negative slope and the two points on the graph I have to use are (0,3) and (1,1.5)
I've tried subbing them into the equatio
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Question 982657: Find A and k in the function h=Ae^(kx)
The graph has a negative slope and the two points on the graph I have to use are (0,3) and (1,1.5)
I've tried subbing them into the equation and therefore rearranging them to make them equal A. After this I let them equal each other to find the k value which I got 0.6931 (rounded). After this When I tried subbing the k value into the equations I didn't get the same A value for both equations (it was off by 0.1)
Thankyou for your help
You can put this solution on YOUR website! Your function h is an exponential function and NOT a line; so it will not have a slope. What is the exact problem description and question, word-for-word? How are your reported points related to your function h?
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