if a0 , a is not equal to 1 then 2log x a+log ax a+3log a 2 x a=0 has 1 exactly one root 2 two real root 3 no real root 4 infinite many root

Question

if a>0 , a is not equal to 1 then 2log x a+log ax a+3log a 2 x a=0 has 1 exactly one root 2 two real root 3 no real root 4 infinite many root

Saurabh Koranglekar · Answer

Dear student Please find the link attached https://www.askiitians.com/forums/Algebra/if-a-0-a-is-not-equal-to-1-then-2logxa-logaxa-3l_148865.htm Regards

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if a>0 , a is not equal to 1 then 2log x a+log ax a+3log a 2 x a=0 has 1 exactly one root 2 two real root 3 no real root 4 infinite many root

if a>0 , a is not equal to 1 then 2log_xa+log_axa+3log_a²xa=0 has
1 exactly one root
2 two real root
3 no real root
4 infinite many root

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if a>0 , a is not equal to 1 then 2log x a+log ax a+3log a 2 x a=0 has 1 exactly one root 2 two real root 3 no real root 4 infinite many root

if a>0 , a is not equal to 1 then 2logxa+logaxa+3loga2xa=0 has1 exactly one root2 two real root3 no real root4 infinite many root

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if a>0 , a is not equal to 1 then 2log_xa+log_axa+3log_a²xa=0 has
1 exactly one root
2 two real root
3 no real root
4 infinite many root