what is the end behavior of the graph 6x^7
The end behavior of the graph of the function 6x^7 as x approaches positive or negative infinity is as follows:
- As x approaches positive infinity, the value of 6x^7 gets larger and larger. This means that the graph approaches positive infinity.
- As x approaches negative infinity, the value of 6x^7 also gets larger and larger, but since x is negative, the graph approaches negative infinity.
Therefore, the end behavior of the graph of 6x^7 is that it approaches positive infinity as x approaches positive infinity, and negative infinity as x approaches negative infinity.