what is the range of the function y = e + 1 graphed below? o y>0 o y<0 o y<1 o y>1
what is the range of the function y = e + 1 graphed below? o y>0 o y<0 o y<1 o y>1
Answer
Explanation:
Step1: Recall the property of exponential function
The exponential - function (y = e^{x}) has a range of (y>0), that is, (e^{x}>0) for all real - valued (x).
Step2: Analyze the given function (y = e^{x}+1)
If (e^{x}>0), then (e^{x}+1>0 + 1). So (y=e^{x}+1>1).
Answer:
(y > 1)