Question

prove that Log 9/14 + Log 35/24 = Log 15/16

solve = Log 9/14 + Log 35/24 = 15/16

let put formula that is
Log a - Log b = Log a/ b

write down formula Like
[log 9/14 + Log 35/24] = Log (15/16)

can i write this type
we take common (Log)
Log ( 9/14 + 35/24) = log (15/16)

breck out (9/14) + (35/24)

Log (3/2 × 5/8) = log (15/16)
can i write like
Log (3×5/2×8) = Log (15/16)
Log (15/16) = Log (15/16)

let devide

both are cut out equally

hence the proved

ans is Log = 0​​

Answer 1

Answer:

food+ (35/24)

Log (3/2 × 5/8) = log (15/16)

can i write like

Log (3×5/2×8) = Log (15/16)

Log (15/16) = Log (15/16)

let devide

both are cut out equally

Step-by-step explanation:

PLEASE GIVE ME BRAINLEIST ANSWER

Answer 2

Answer:

log(15/16) is in negative change into positive then denominator and numerator exchange their place = log (16/15).

So, log(9/14 * 16/15 * 35/14).

=log(5040/5040),

=log1(.?. log1= 0)

So, the answer is 0.