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What's the inverse of [eqn]y=2^{2x}\cdot5^{2x+2}-10^{x+1}

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Thread replies: 12
Thread images: 1

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euler4.jpg
7KB, 623x128px
What's the inverse of

[eqn]y=2^{2x}\cdot5^{2x+2}-10^{x+1}+1[/eqn]

?

>pic unrelated
>>
>>8148747
1/y=(1/22x⋅52x+2−10x+1+1)
You're welcome.
>>
>>8148756
By inverse I mean the inverse function, like turning [math]y=2x+3[/math] into [math]x=\frac{y-3}{2}[/math]
>>
>>8148747

x = log10((sqrt(y)+1)/5)

where log10 is the base 10 log.
>>
>>8148783
this comes from the right side of OP's equation is equal to

(5*10^x-1)^2
>>
>>8148747
x+3^3+xxx , thank me after the exams kiddo
>>
>>8148795
I finished my exams weeks ago, this is just a hobby. I'm trying to find a magic square of square numbers. And this function helps me.
>>
>>8148800
protip: no such square exists
>>
>>8148806
>magic square of square numbers
I thought it was an open question? This was posted on /sci/ a while back

http://mathpages.com/home/kmath417.htm
>>
>>8148747
what's cdot?
>>
>>8148806
>protip: no such square exists

bullshit. for a big enough square, one exists. this is day one of design theory metatheorem dude.
>>
>>8149218
I think he means simple multiplication.
Thread posts: 12
Thread images: 1


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