Prove that 1+18nπ1n−−−√<2.4.6…(2n−2)(2n)1.3.5…(2n−3)(2n−1)<(1+18n+1128n2)π2n−−−√
Course Queries Syllabus Queries 2 years ago
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Best Answer
2 years ago
Within the confines of the O-level syllabus, prove that:
for all positive integer nn, where π1=3.141π1=3.141 and π2=3.142π2=3.142
Using A-level mathematics, show that the result remains true with
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