What Is the Interval of Convergence of the Taylor Series $f(x)=9(1+x)^{1 / 2}$

question 70

Multiple Choice

What is the interval of convergence of the Taylor series for the function $f(x) =9(1+x) ^{1 / 2}$ about zero? (Exclude any possible endpoints.)

• A) \(-1\)\(<\)\(x\)\(<1\)
• B) \(-9<\)\(x<\)\(9\)
• C) \(-\frac{1}{9}\)\(<\)\(x<\)\( \frac{1}{9}\)
• D)none of the above

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Definitions:

Dawes Plan

An economic plan devised in 1924 to solve the problem of World War I reparations that Germany had to pay, which aimed to reduce the reparations amount and reorganize the Reichsbank, while also securing loans from the United States to Germany.

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Reparations payments are compensations made by a defeated country after a war to the victors or to civilians who suffered losses, as a way of acknowledging damages and responsibility for the conflict.

German Repayment

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