IDZ 6.3 – Option 7. Solutions Ryabushko A.P.

1. It is necessary to apply L'Hopital's rule to find the limits specified in problem (1-5).
2. Using a differential, you can approximately calculate these quantities and estimate the relative error (with an accuracy of two decimal places). In problem (1-2) it is required to calculate the value of the expression 6.7(2.01)^3 + (2.01)^2 and the value of e^2.01 in problem 7.

This digital product represents solutions to problems in mathematical analysis corresponding to option 7 of Individual Homework assignment (IH) number 6.3. The author of the decisions is A.P. Ryabushko.

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IDZ 6.3 – Option 7. Solutions Ryabushko A.P. is a set of solutions to problems related to mathematical analysis. This solution set provides solutions to Problems 1-5 and Problems 6.7 and 7.7.

Problems 1-5 require finding limits using L'Hopital's rule. Problems 6.7 and 7.7 require finding the values ​​of functions using a differential and estimating the allowed relative error.

Solutions to problems are prepared in Microsoft Word 2003 using the formula editor. Each solution provides step-by-step actions and a detailed explanation of the methods used. The accuracy of calculations is specified to two decimal places.

Thus, IDZ 6.3 – Option 7. Solutions of Ryabushko A.P. is a useful set of solutions to problems in mathematical analysis, which can be used to prepare for exams, tests and independent study of the subject.

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