Find the exponential function y cekt that passes through the two given points

Find the exponential function y cekt that passes through the two given points

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Find the exponential function y cekt that passes through the two given points

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Find the formula for an exponential function that passes through the two points given. (x, y) = (2, 0.4) and (x, y) = (5, 3.2) f(x) =

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Hello. I have a question And this time to find the formula for an exponential function that passes through the two given X. Come away Equal to two comma 0.4 and X come away. Second point is five comma 3.2. So exponential function let us say why it's called to a B raised to the power X. It is passing through a coma. 0.4. So 0.4 will be equal to a be raised to the power to and again it is passing through this uh so 3.2 will be equal to a billions to the pile five equation number one equation number two, dividing question number two by question number one 3.2 x 0.4 To a billion depart five by a Billy Squire. So this is it equal to billions to the part three? Okay. That means we will be equal to eight raised to the power one by three which is two. So when B is two from here it will be equal to 0.4 by B squared which is four. So 0.1. So our equation would become why equal to 0.1 to raise to the products. Thank

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Find the exponential function y cekt that passes through the two given points

Top Calculus 1 / AB Educators

Find the exponential function y = Cekt that passes through the two given points. (3, 1/2) and (4, 5)

I have gotten it wrong so many times that I have been locked out of answering the question on my online homework, and I've practically erased a hole through my paper.

I think the only thing I have done right with this so far is setting up the two equations to start with, but for some reason all the math and manipulations I have done have resulted in the wrong answer:

1/2 = Ce3k

5=Ce4k

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