Answer:
It is neither linear nor exponential.
Step-by-step explanation:
x values: −10,−3, 4, 11
y values: 1, 6, 30, 120
Slope = rate of change


Since rate of change is not constant . So, It is not linear
If the average rate of change is constant, then the function is linear.
If the ratio of consecutive outputs is constant, then the function is exponential.
So, 
Since the ratio of consecutive outputs is not constant.
So, It is not exponential
Hence it is neither linear nor exponential.
I believe there is only 1 real zero
hope this helps !!
The link is in the other answer
Answer:renegade ?
Step-by-step explanation:
charli left the app
The answer is b integers
hope this helps