Question

log base 2 (x)>=1

Answer 1

still pondering on this one ?

Answer 2

x>=2

Answer 3

yep rulnick

Answer 4

i have a test tomorrow and all of these are essentially the same. I still don't understand how i take a log (base of something small, 2,3,7 or whatever) to x with some sort of inequality to 1 or 0

Answer 5

if the inequality has left-hand side M and right-hand side N, solve it by replacing the left with b^M and right by b^N, where b is the base of the log.

Answer 6

And remember, b^(log_b x) = x.

Answer 7

Good luck on the test.

Answer 8

can you explain the "if the inequality has..." part a bit more?

Answer 9

or even how you sold my original question

Answer 10

Orig question:
log_2 x >= 1
Doing the steps I suggest:
2^(log_2 x) >= 2^1
x >= 2
That's it!

Answer 11

ohhhh, I've been at this for 2 hours... thanks for the new suggestions

Answer 12

*suggestion

Answer 13

one more if you're up to it?