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

Why is there an error message for $\mathrm{x}=0$ ?
A) The calculator made a mistake.
B) The value of the function is too large for the calculator to comprehend.
C) An exponent of zero is not defined.
D) Division by zero is not defined.

Question

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

Why is there an error message for $\mathrm{x}=0$ ?
A) The calculator made a mistake. 
B) The value of the function is too large for the calculator to comprehend. 
C) An exponent of zero is not defined. 
D) Division by zero is not defined.

Quizplus · Accepted Answer

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

Why is there an error message for $\mathrm{x}=0$ ?
A) The calculator made a mistake. 
B) The value of the function is too large for the calculator to comprehend. 
C) An exponent of zero is not defined. 
D) Division by zero is not defined.

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

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