![Rolle's theorem is not applicable for the function f(x) = |x| in the interval [ - 1, 1] because:](https://d1hhj0t1vdqi7c.cloudfront.net/v1/dDZVMU5mNy1NeTg=/sd/ "Rolle's theorem is not applicable for the function f(x) = |x| in the interval [ - 1, 1] because:")
Rolle's theorem is not applicable for the function f(x) = |x| in the interval [ - 1, 1] because:
Rolle's theorem | Definition, Equation, & Facts | Britannica
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![SOLVED: x= x+4 Yes,Rolle'sTheorem can be applied. No,because fis not continueus on the closed interval [a] No,because f is not cifferentiable in the cpen interval ab) Nobecausefab olle' Th m con be](https://cdn.numerade.com/ask_images/ff9753fc5d944dbaadc355c47ebc7161.jpg "SOLVED: x= x+4 Yes,Rolle'sTheorem can be applied. No,because fis not continueus on the closed interval [a] No,because f is not cifferentiable in the cpen interval ab) Nobecausefab olle' Th m con be")
SOLVED: x= x+4 Yes,Rolle'sTheorem can be applied. No,because fis not continueus on the closed interval [a] No,because f is not cifferentiable in the cpen interval ab) Nobecausefab olle' Th m con be
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Question 4 - Verify Rolle's theorem for y = x2 + 2, a = -2
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Using the Rolle's theorem, prove that there is at least one root in (45^1/100,46) of the eqution P(x) = 51x^101 - 2323(x)^100 - 45x + 1035 = 0
Rolle's theorem - Wikipedia
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