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in Straight Lines by (420 points)
In the \( x y \)-plane, the graph of a linear cquation of the form \( y=m x+b \) and the graph of an exponential equation of the form \( y=a b^{x} \) both contain points \( (5,-6) \) and \( (6,-8) \). If the point \( (r, s) \) is on the graph of the lincar equation and the point \( (r, t) \) is on the graph of the exponential equation, where \( 3<r<7 \), and \( s<t \), which of the following must be true? A) \( 3<r<4 \) B) \( 4<r<5 \) C) \( 5<r<6 \) D) \( 6<r<7 \)

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by (15.6k points)

This is a crazy question but I believe that the correct answer is:

D) 6 < r < 7

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