Asked by katy
Logarithm
3^3x+1=3^5x-2
3^3x+1-3^5x-2=0
Log(3^3x+1-3^5x-2)=log0
Please explain to me why is the last step is wrong
3^3x+1=3^5x-2
3^3x+1-3^5x-2=0
Log(3^3x+1-3^5x-2)=log0
Please explain to me why is the last step is wrong
Answers
Answered by
Steve
log 0 is not defined
If 3^a = 3^b, then a=b. So,
3^3x+1=3^5x-2
3x+1 = 5x-2
2x = 3
x = 3/2
If 3^a = 3^b, then a=b. So,
3^3x+1=3^5x-2
3x+1 = 5x-2
2x = 3
x = 3/2
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