#How do I find out if 2^30 is larger then 3^20 without calculating it
14 messages · Page 1 of 1 (latest)
Do you know your exponent rules?
Specifically, do you know how to simplify (a^(b^c))?
As O Dog said, try to simplify both numbers in a way that makes it more intuitive to determine which is largest using the rule that a^(bc)=(a^b)^c. For example, 2^30=2^(3 times 10)=(2^3)^10=8^10. Try to use the same logic on 3^20 and see what that gives you.
@glossy crest Close this with a ".close"
Post marked as solved by @rain patio.
Use .unsolved if this was a mistake.
.reopen
Post marked as unsolved by @rain patio.
Use .solved to mark as solved.
Oh yeah, it does. I thought only .solved work for some reason.
Just close it if you can do it.
Unnecessarily, so many posts are marked unsolved.
.solved