II. ko`rinishdagi aniqmaslik
1. 2.
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fqyz1hFZY9FYq4nqrCLCUSZkfKRwR6IAJD+k7JTIRmO27dulX9XsTEmSCgJnViYdRBYwN5PKl79+4DBgyIQdRXrYgbv6ow+OTl5a1cuVIz/fTp08vKyhAMinoW2YSKigosq7t166ZIkzjHoeg9sQWKoRdkKiEdD8R72NGJ+moq4samKizy0XlUrGHDhjpaIZkOt6dCWCTOcTjZpUntT0I6XYhO1FdTETc2VWF/Cr0WFEl0HNmkSZ2JHTTtkVHaCVh4IomOg8D2HguLxCK5jsPCwiKxsI7DwsLCGNZxWFhYGMM6DgsLC2NYx2FhYWEM6zgsLCyMYR2HhYWFMazjsLCwMMZ/AWXlAob/bEYSAAAAAElFTkSuQmCC)
III. ko`rinishdagi aniqmaslik ikkita cheksiz kichik muqdorlar nisbati limitini hisoblashda hosil bo`ladi, ularni ochish uchun kichik muqdorlarni ularga ekvivalint cheksiz kichik muqdorlarga аlmashtirish yaxshi natija beradi. Berilgan ifodaga ekvivalint ifodani tuzushda ekvivalint cheksiz kichik muqdorlar jadvalidan foydalanish maqsadga muvofiqdir, uning yordamida -cheksiz kichik muqdorni da ga almashtirish mumkin , bunda, А-соnst, к-berilgan muqdorni kichiklik tartibi
IV. ko`rinishdagi aniqmaslikni ochish uchun avvalo uni yoki ko`rinishdagi aniqmaslikga qarab kelishi kerak,ya`ni , , so`ngra ва ko`rinishdagi aniqmaslarni ochish usulini qo`llash kerak.
1.
Do'stlaringiz bilan baham: |