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Between any two roots of equation sin xe...

Between any two roots of equation `sin xe^(-x^(2)) - 1 = 0`, there lies at least one root of equation `cos xe^(-x^(2)) - 2x = 0`. This is because of

A

Lagrange's Mean Value Theorem

B

Rolle's Theorem

C

Intermediate value theorem

D

none of these

Text Solution

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The correct Answer is:
B
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