1 Answer

Krishna Kankal · Answer 1 · 2023-07-28T13:09:41+0000

We have that

$\log (y)=1.245+0.357x$

Using the log property:

$10^(\log x)=x$

We can apply the exponential on both sides, we get

$10^(\log y)=10^(1.245+0.357x)$

Using the log property I said before, and the following property:

$10^(a+b)=10^a\cdot10^b$

We can simplify it to

$y=10^(1.245)\cdot10^(0.357x)^{}$

We can even use a calculator to evaluate the constant term:

$10^(1.245)\approx17.58$

Therefore the exponential form of the regression is

$y=17.58\cdot10^(0.357x)$

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