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Консультация № 159795
06.02.2009, 20:37
0.00 руб.
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Здравствуйте, Уважаемые эксперты! Пожалуйста помогите выполнить следующие два задания, а то мне контрольную сдавать, а я их ни как не могу решить:
1) Применив формулу Тейлора с остаточным членом в форме Лангранжа к функции f(x)=e в степени x, вычислить с точностью до 0,001 значения e в степени a и e в степени b. Методом линейной интерполяции вычис-лить приближенного значение e в степени x нулевое, если; а=0,31, b=0,34, x0( x нулевое)=0,32.
2) Найти наибольшее и наименьшее значения функции y=f(x) на отрезке [a,b]. Если; (1/2)*x + cosx, [(-3/2)*pi, -pi]
1) Применив формулу Тейлора с остаточным членом в форме Лангранжа к функции f(x)=e в степени x, вычислить с точностью до 0,001 значения e в степени a и e в степени b. Методом линейной интерполяции вычис-лить приближенного значение e в степени x нулевое, если; а=0,31, b=0,34, x0( x нулевое)=0,32.
2) Найти наибольшее и наименьшее значения функции y=f(x) на отрезке [a,b]. Если; (1/2)*x + cosx, [(-3/2)*pi, -pi]
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