(i) Prove that 1/1+log _b a+log _b c+1/1+log _c a+log _c b+1/1+log _a b+log _a c=1.(ii) Show that...

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If log _a b c=x, log _b c a=y, log _c a b=z then the value of 1/x+1+1/y+1+1/z+1 is (a) 1 (b) 2 (c... If log _a b c=x, log _b c a=y, log _c a b=z then the value of 1/x+1+1/y+1+1/z+1 is (a) 1 (b) 2 (c...
`1/(1+log_b a+log_b c)+1/(1+log_c a+log_c b)+1/(1+log_a b+log_a c)` `1/(1+log_b a+log_b c)+1/(1+log_c a+log_c b)+1/(1+log_a b+log_a c)`
(1)/( 1 + log _(b)a + log _(b) c ) + (1)/(1 + log _( c) a + log _(c) b ) + (1)/( 1 + log _(a)b +... (1)/( 1 + log _(b)a + log _(b) c ) + (1)/(1 + log _( c) a + log _(c) b ) + (1)/( 1 + log _(a)b +...
Prove that loga(b)*logb(a)=1 Prove that loga(b)*logb(a)=1
Simplify:\n1/(1+(log)_a b c)+1/(1+(log)_b c a)+1/(1+(log)_c a b) | CLASS 12 | LOGARITHM AND ITS ... Simplify:\n1/(1+(log)_a b c)+1/(1+(log)_b c a)+1/(1+(log)_c a b) | CLASS 12 | LOGARITHM AND ITS ...
. The value of `log (log_b a. log_c b.log_d c .log_a d)is` . The value of `log (log_b a. log_c b.log_d c .log_a d)is`
Prove that : (1)/( log _(a) ^(abc) )+(1)/(log_(b)^(abc) ) + (1)/( log _c^(abc)) =1 | 9 | CHAPTE... Prove that : (1)/( log _(a) ^(abc) )+(1)/(log_(b)^(abc) ) + (1)/( log _c^(abc)) =1 | 9 | CHAPTE...
loga(b) = 1/logb(a) Provedâś… | #logarithm #log #proved #mathematics loga(b) = 1/logb(a) Provedâś… | #logarithm #log #proved #mathematics