Question

If the equation is 3 log 3 / 3 log 4. Here can '3 log' of the parts be cancelled ?

Answer 1

Answer:

No you cannot cancel

Step-by-step explanation:

= log3^3 /log4^3

= 3 log 3 / 3 log 4

3 can be cancelled

now =>> log 3 / log 4

Answer 2

Answer:

No, it can not be cancelled.

Step-by-step explanation:

In the question,

We have an equation,

$\frac{3log3}{3log4}$

Now,

We know that from the properties of the logarithms,

$alogb=logb^{a}$

Therefore, the given equation is actually shown as,

$\frac{3log3}{3log4}=\frac{log3^{3}}{log4^{3}}=\frac{log27}{log 64}$

Therefore, we can see that the term can not be actually cancelled.

Had it been cancelled, we would have gotten our simplified equation given as,

$\frac{3log3}{3log4}=\frac{3}{4}$

Therefore, we can not cancel the terms.