Question

then prove that 1+abc =2bc​

Answer 1

Answer:

Just put values in LHS and RHS and then find their values separately

Step-by-step explanation:

LHS

1+abc

a can be written as log12/log24

b can be written as log24/log36

c can be written as log36/log48

now after solving this you will get

1+log12/log48

now 1 can be written as log48(base48)

and log12/log48 can bw written as log12(base) 48

so finally LHS will become

log48×12(base48)=log576(base48)

RHS

now similary when you will put values in 2bc

you will get 2log24(base48) which can be written

as log24^2(base48) that will come out to be

log576(base48)

Hence Proved