Question

the value of 3^ log 5 base 4 -5 ^log3 base 4 = ?
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Answer 1

Answer:

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Answer 2

Answer:

0

Step-by-step explanation:

Given: expression $3^{log_{4} 5}$ - $5^{log_{4} 3}$

To find: value of given expression

Solution:

we know,

$a^{log_{c}b }$ = $b^{log_{c} a}$ (one property of logarithm)

Now, using the above property

$3^{log_{4} 5} = 5^{log_{4}3 }$

∴ above equation becomes,

⇒ $5^{log_{4}3 } - 5^{log_{4}3 }$

=> 0

Hence, the value of given expression is 0. Ans

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