Sorry for the title it may be a very bad one. The whole question is as following:
How many terms of the Maclaurin expansion of $(1+x)^{82}$ are needed to guarantee finding a value of $1.1^{82}$ accurate to within $10^{-6}$?
Sorry for the title it may be a very bad one. The whole question is as following:
How many terms of the Maclaurin expansion of $(1+x)^{82}$ are needed to guarantee finding a value of $1.1^{82}$ accurate to within $10^{-6}$?
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