Questions asked by codnjs
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When #a-1/a=1#, #a^5-1/a^5 =#?
how to solve....
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#972^x = 8#, #243^y = 16#, then #3/x-4/y=#?
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I want to know how to compare in root.
Express large and small.
# A = 3^(1/3), B = 4^(1/4), C = 6^(1/6)# ?
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Express large and small.
A=3root3,B=4root4,C=6root6 ?
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When A = #root(3)3#, B = #root(4)4#, C = #root(6)6# , find the relationship.
which number is the correct number?
1. A<B<C
2. A<C<B
3. B<A<C
4. B<C<A
5. C<B<A