Question

please solve this 327^2-326^3

Answer 1

Answer:

-34539047 is the answer

Answer 2

Answer:

For this one, you need to consider that 2^372 = 2 * 2^326. So, we would have:

2^327 - 2^326 = 2 * 2^326 - 2^326

Factoring out 2^326, we get:

2^326 ( 2 - 1 ) = 2^326.

Therefore, 2^327 - 2^326 = 2^326.

So, then, we out the log = x. So:

log_2 (2^326) = x

Rewriting it as an exponential, we get:

2^x = 2^326.

So, x has to be 326.

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