Let g(x) = 1/(x + 1)
(a) Does g satisfy the conditions of the Mean Value...
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Let g(x) = 1/(x + 1)
(a) Does g satisfy the conditions of the Mean Value Theorem overthe interval [1, 3]? Explain.
(b) Find a number c that satisfies the conclusion of the MeanValue Theorem for g over [1, 3], or explain why no such numberexists.
(c) Does g satisfy the conditions of the Mean Value Theorem overthe interval [−3, 0]? Explain.
(d) Find a number c that satisfies the conclusion of the MeanValue Theorem for g over [−3, 0], or explain why no such numberexists.
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gx is undefined on the point x1 and definedeverywhere elsea gx can be written as pxqx where px 1 and qx1xAnd in the region 13 px and qx are both defined
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