Investigation Reflection
The top graph was the easiest conjecture to make. The x-value assymptote increases or decreases,
Both graphs were hard to make a conjecture about, as they are pretty equal, One reflects it across the x-axis, while the other reflects it across the Y-axis. The top one either makes it go infinitely positive on the Y-value, and infinitely negative on the x-value or makes it go infinitely negative on the y-value and infinitely positive on the x-value.
Both graphs were hard to make a conjecture about, as they are pretty equal, One reflects it across the x-axis, while the other reflects it across the Y-axis. The top one either makes it go infinitely positive on the Y-value, and infinitely negative on the x-value or makes it go infinitely negative on the y-value and infinitely positive on the x-value.
Misconceptions?
I really didn't have any misconceptions while working on this investigation as I had a pretty good understanding on the basics of translating a table to a graph, and then being able to read the graph.


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