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Simplify : e^(2lnx)+3e^ln(2x)



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Outkast3r09
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\[aln(b)=\ln(b^a)\]

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\[e^{\ln(x)}=x\]

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with these two properties, do you know your first step?

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i just remember that e^2lnx gives e^lnx^2 which is x^2 but I am confused what do i do with 3e^ln(2x)

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would it be 3(2x) ?

Outkast3r09
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if you're not sure you could always pull the 3 out in front

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but what you did is correct

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so the answer will be x^2* 3(2x)?

Outkast3r09
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it'd be plus

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not *

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oh, yes

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Thank you !

Outkast3r09
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if you need to simplify more just pull out an x

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factor out an x i mean to get
x(x+6)

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thank =)