What is the area bounded by the curves \[y={{e}^{x}},y={{e}^{-x}}\] and the straight line\[x=1\]?

\[\left( e-\frac{1}{e}-2 \right)\] sq. unit

\[\left( e+\frac{1}{e} \right)\] sq. unit

\[\left( e-\frac{1}{e} \right)\] sq. unit

\[\left( e+\frac{1}{e}-2 \right)\] sq. unit

What is the area bounded by the curves \[y={{e}^{x}},y={{e}^{-x}}\] an

1.	What is the area bounded by the curves \[y={{e}^{x}},y={{e}^{-x}}\] and the straight line\[x=1\]?
A.	\[\left( e+\frac{1}{e} \right)\] sq. unit
B.	\[\left( e-\frac{1}{e} \right)\] sq. unit
C.	\[\left( e+\frac{1}{e}-2 \right)\] sq. unit
D.	\[\left( e-\frac{1}{e}-2 \right)\] sq. unit
Answer» D. \[\left( e-\frac{1}{e}-2 \right)\] sq. unit

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What is the area bounded by the curves \[y={{e}^{x}},y={{e}^{-x}}\] and the straight line\[x=1\]?

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