http://screencast.com/t/whGrG2wQ Help in this, without using Log ? :)
@satellite73 @ParthKohli @UnkleRhaukus
\[y(x)=ka^x\] what is y when x=0
ie the y-intercept
(i) for exponential graph y= a^x , it passes the point (0,1) Compare that point to the graph, you can get the value of k The point on the graph is (0, 0.5) So, k =0.5 (ii) Choose a point from the graph, and put the value into the equation y=0.5a^x you can solve a ... I think
k = 2, you are wrong...?
\[k=\frac 12\]
My bad :|
it is correct sorry @Callisto and i got a = 3 ;) thanks
\[y(x)=ka^x\] \[y(1)=ka^1=ka\qquad= \frac32 (\text{from the graph})\]
If the equation is y=2(1.5)^x http://www.wolframalpha.com/input/?i=y%3D+2%281.5%29%5Ex If the equation is y=0.5(3)^x http://www.wolframalpha.com/input/?i=y%3D+0.5%283%29%5Ex
I still can't work out why I was wrong... stupid me...
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