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Derivs. @SithsAndGiggles :-)
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I know this is simple I just forget it ;P
It's the same as before. Apply the avg rate of change formula.
........yeh simple
f(x)=sqrt(2x+6)
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Find simplified quotient
\[(\sqrt(2(x+h)+6)-\sqrt(2x+6))/h\]
Is that correct?:O
Yes. Do you have to rewrite that or something?
I need to simplify it :P
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So then sqrt(2x+2h+6)-sqrt(2x+6) all over h
Well the most simplification I can think of is to get rid of the square roots in the numerator, but that's just going to leave you with radicals in the denominator.
\[\frac{\sqrt{2(x+h)+6}-\sqrt{2x+6}}{h}\cdot\frac{\sqrt{2(x+h)+6}+\sqrt{2x+6}}{\sqrt{2(x+h)+6}+\sqrt{2x+6}}\] \[=\frac{(2(x+h)+6)-(2x+6)}{h\left(\sqrt{2(x+h)+6}+\sqrt{2x+6}\right)}\]
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