The screen shows a table of values for the function defined by $Y_{1}=\left(0.95+\frac{1}{X}\right)^{X}$.

What number does the function value seem to approach as $x$ takes on larger and larger values?
A) -7
B) 5.9
C) 0
D) 300

Question

The screen shows a table of values for the function defined by $Y_{1}=\left(0.95+\frac{1}{X}\right)^{X}$.

What number does the function value seem to approach as $x$ takes on larger and larger values?
A) -7 
B) 5.9 
C) 0 
D) 300

Quizplus · Accepted Answer

The Answer of The screen shows a table of values for the function defined by $Y_{1}=\left(0.95+\frac{1}{X}\right)^{X}$.

What number does the function value seem to approach as $x$ takes on larger and larger values?
A) -7 
B) 5.9 
C) 0 
D) 300

The Screen Shows a Table of Values for the Function Y1=(0.95+1X)XY_{1}=\left(0.95+\frac{1}{X}\right)^{X}Y1​=(0.95+X1​)X