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@florisalreadytaken
exponential form \[y=a*b^t\] given the point (2, 144) what do you think is the next step
y=2 times b^t
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2*144^t
no,
darkknight wrote:
exponential form
\[y=a*b^t\]
given the point (2, 144) what do you think is the next step
144=a*b^2
(-infinity, infinity)
this is the same as the problems we did earlier \( y=a(b)^x \) 1st point is \[ (2,144) \] \[ 144=a(b)^2 \] \[ a= \frac{144}{b^2} \] we plug that in the original formula -- also substitute the coordinates of the 2nd point in \[ 9= \frac{144}{b^2} \times (b)^0 \] \[ b= ? \]
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4
yeah, -4 takes no place.
so, we know that \( b=4 \) thus, \[ a= \frac{144}{4^2} \] \[ a= ?? \]
9
yes! \[ a= 9 \] \[ b=4 \] by plugging that info in the original formula, we get \[ \Large f(x)=9 \cdot 4^{x} \]
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