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Find the Equation for the Line L Shown Below $y=b\left(x+1-e^{b}\right)$ B) $y=\frac{b}{e^{b}-1}(x-1)$

Question 72

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Find the equation for the line L shown below. $Find the equation for the line L shown below. A) y=b\left(x+1-e^{b}\right) B) y=\frac{b}{e^{b}-1}(x-1) C) y=\frac{b}{b-e^{b}}\left(x-e^{b}\right) D) y=\frac{b}{e^{b}-e}(x-e)$

A) $y=b\left(x+1-e^{b}\right)$

B) $y=\frac{b}{e^{b}-1}(x-1)$

C) $y=\frac{b}{b-e^{b}}\left(x-e^{b}\right)$

D) $y=\frac{b}{e^{b}-e}(x-e)$

Find the Equation for the Line L Shown Below y=b(x+1−eb)y=b\left(x+1-e^{b}\right)y=b(x+1−eb) B) y=beb−1(x−1)y=\frac{b}{e^{b}-1}(x-1)y=eb−1b​(x−1)

Multiple Choice

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Find the Equation for the Line L Shown Below $y=b\left(x+1-e^{b}\right)$ B) $y=\frac{b}{e^{b}-1}(x-1)$

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