Question

find the value of log 17 base 4/log 23 base 9 -log17 base 2/log 23 base 3​

Answer 1

Answer:

0

Step-by-step explanation:

Making the base 4 and 9 as 2 and 3 respectively.

After doing so you will get 0.

Answer 2

0

Evaluation:

㏒₄17/ ㏒₉23 - ㏒₂17/ ㏒₃23

Simplify the equation we will make the base value same.

㏒₂²17/ ㏒₃²23 - ㏒₂17/ ㏒₃23

Separate the exponents of Base of Logarithms

= 1/2 x ㏒₂17 / 1/2 x ㏒₃23 - ㏒₂17/ ㏒₃23

Now to evaluate the equation mathematically, we have to simplify the logarithmic expression

= 1 x ㏒₂17/ 1 x ㏒₃23 - ㏒₂17/ ㏒₃23

Therefore, the value of the 1st term must be equal to the value of the 2nd term. Therefore, the two mathematically cancel each other out.

= ㏒₂17/ ㏒₃23 - ㏒₂17/ ㏒₃23

= 0