SOLUTION: Find all solutions of the equation tan^5(x)-9tan(x)=0
The answer is Akℼ where k is any integer.
The constant A = ?
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Question 1183391: Find all solutions of the equation tan^5(x)-9tan(x)=0
The answer is Akℼ where k is any integer.
The constant A = ?
Answer by Solver92311(821) (Show Source): You can put this solution on YOUR website!
Your statement "The answer is 
where k is any integer." is a false statement. That is only one of three solutions to the equation.
\ -\ 9\tan(x)\ =\ 0)
\(\tan^4(x)\ -\ 9\)\ =\ 0)
\ =\ 0)
meaning that 
in the context of your given answer.
Or
\ =\ 9)
\ =\ \pm\sqrt{3})
If \ =\ \sqrt{3})
Then 
If \ =\ -\sqrt{3})
Then 
John
My calculator said it, I believe it, that settles it
From
I > Ø
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