For the graph, which are possible functions ƒ and g? https://dlap.gradpoint.com/Resz/~0.gsyqJFIicnUyUA6.1ipNM0RXMrziFMZIUysm-pECjcn-637I1KzHD6DVYJI/7234256,D76/Assets/questions/quiz/precalculus/pcalexpo/IMG73434.png
@Vocaloid
Do you know how to approach this problem?
no
Alright so this is an exponential function. An exponential function has the formula \[y=a^x\] where the a is the y value of the point (1, y) in a normal function (meaning the graph is not reflected at the y-axis)
What do you suppose the a variable is, looking at the first graph f?
1
Remember, the a value is the y in the point (1, y)
3?
Yep! So the formula for the f graph is \[y=3^x\] Looking at transformations, what do you think the g graph is? Remember that the g and f is similar.
-1/3?
The negative would make the graph in the third and fourth quadrants. 1/3 is correct.
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