os. Piead the zeroes of the polynomial :-2, and verify the relation between the
coefficients and the veroes of the polynomial
Ang
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Answer:
The two curve meet at x=0
For x>0,e
x
>e
−x
Area bounded by e
x
,e
−x
,x-axis is equal to area bounded by e
x
,x-axis - area bounded by e
−x
,x-axis
By above concept:
Area bounded is ∫
0
1
e
x
dx−∫
0
1
e
−x
dx
So, area bounded by e
x
,e
−x
,x=1 is ∫
0
1
(e
x
−e
−x
)dx
Bounded Area =e−1+e
−1
−1=e+
e
1
−
Step-by-step explanation:
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