Discussion forum
›
General
›
General Discussions
Search
everywhere
only in this topic
Advanced Search
question dse2010
Classic
List
Threaded
♦
♦
Locked
2 messages
archita
Reply
|
Threaded
Open this post in threaded view
♦
♦
|
question dse2010
how to solve if 5^44 > 4^53?
ans-it is false,
Amit Goyal
Reply
|
Threaded
Open this post in threaded view
♦
♦
|
Re: question dse2010
Administrator
5^5 = 3125 < 4096 = 4^6,
This implies
(5^5)^9 < (4^6)^9 i.e.
5^45 < 4^54
Dividing LHS by 5 and RHS by 4 will preserve the inequality:
5^44 < 4^53
Free forum by Nabble
Edit this page