Question

prove that:
log base 4 of 2 into log base 2 of 3 = log base 4 of 5 into log base 5 of 3​

Answer 1

Answer:

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Step-by-step explanation:

given:

log 3. 4* log 4. 5* log 5. 6* log 6. 7*

log 7. 8* log 8. 9

we have to simplify

we use the following results,

log b = (log b )/(log a) and log a^b= b log a

consider,

log 3 4* log 4 5 * log 5 6* log 6 7* log 7 8* log 8 9

log 4 log 3* log 5 log 4* log 6 log 5* log 7

log 6* c* log 8* log 7* ( log 9 )/( log 8 )

right Arrow 1 log 3* 11* 11* 11* log 3^ 2 1

right Arrow 1 log 3* log 2log 3

there form , I 3 4* log 4 5* log 5 6* log 6 7>

log 7 8 <log 8 9 = 2

Answer 2

Answer:

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