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Please help me solve the following : sqrt(7x+sqrt(7x+sqrt(7x)))
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Welcome to Open Study.
\[\sqrt{7x+\sqrt{7x+\sqrt{7x}}}\]
Is there a value for x?
Thank you :)
Your'e welcome.
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I am not sure if the equation is simplified or if the equation can be simplified.
It would be possible to solve it if there was a value for x.
wow I am so sorry I need to find the derivative
hehe solve what?
when you say solve you need something else to do the solving equality or inequality
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Derivative! this unpleasant one hehe not that it's hard! first right thing down as rational powers
then do Chain Rule multiple times
your function is composed many times x==>7x===>root7x====>7x+root(7x)===>root(7x+root(7x))===>root of that again
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