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How do you solve X plus five to the one fifth minus x plus five to the sixth fifth?
Updated: 8/17/2019
This is relatively easy to solve, only requires application of the laws of indices.
(x+5)1/5 - (x+5)6/5 = 0
=> (x+5)1/5 - (x+5)(x+5)1/5 = 0
=> (x+5)1/5 (1 - (x+5)) = 0
=> -(x+5)1/5 (x+4)=0
since the expression equals 0 one term or the other has to be 0 therefore x= -4 or x= -5
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