JEE Advanced 2020 Paper I solution of problem based on Logarithms and AM GM inequality (Hindi)
This video covers the problem of related to logarithms and concept of inequalities involving means taken from recently held JEE Advanced 2020 Paper I question number 12 and the question is
Let m be the minimum possible value of log3(3^y1 + 3^y2 + 3^y3), where y1, y2, y3 are real numbers for which y1 + y2 + y3 = 9. Let M be the maximum possible value of (log3x1 + log3x2 + log3x3), where x1, x2, x3 are positive real numbers for which x1 + x2 + x3 = 9. Then the value of log2(m^3) + log3(M^2) is _____
This video is suitable for the students aspiring for engineering entrance exam and is also suitable for CBSE, ISC, HSC, IB Board students and the students who have genuine interest in learning algebra
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