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Find the Exponential Model y=aebxy = a e ^ { b x }

Question 67

Multiple Choice

Find the exponential model y=aebxy = a e ^ { b x } that fits the points shown in the graph when A=(0,3) A = ( 0,3 ) and B=(3,24) B = ( - 3,24 ) . Round parameters to the nearest thousandth.
 Find the exponential model  y = a e ^ { b x }  that fits the points shown in the graph when  A = ( 0,3 )   and  B = ( - 3,24 )  . Round parameters to the nearest thousandth.    A)   y = - 3 e ^ { 0.693 x }  B)   y = - 0.693 e ^ { - 3 x }  C)   y = 3 e ^ { - 0.693 x }  D)   y = 3 e ^ { 0.693 x }  E)   y = - 0.693 e ^ { 3 x }


A) y=3e0.693xy = - 3 e ^ { 0.693 x }
B) y=0.693e3xy = - 0.693 e ^ { - 3 x }
C) y=3e0.693xy = 3 e ^ { - 0.693 x }
D) y=3e0.693xy = 3 e ^ { 0.693 x }
E) y=0.693e3xy = - 0.693 e ^ { 3 x }

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