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Kentorm441:
Please, I want Mathematics scholars to solve this question for meTake this
Find x & y
If x^x^x=log3 and
x^y^y=log8.

Smiles.

thankyouJesus:
What are you trying to do?

The question of course.

seunlly:
The question of course.

The factorization question or which?
Could you please re post the question again.

seunlly:
gurus help me out I'm half way

Write out the question neatly with good hand writing or take a snap shot of where u saw it. I suspect something is wrong with the question.

naturalwaves:
Write out the question neatly with good hand writing or take a snap shot of where u saw it. I suspect something is wrong with the question.

bro u may not understand the questions cause it took me days to understand it now I'm at the extreme end.

seunlly:
bro u may not understand the questions cause it took me days to understand it now I'm at the extreme end.

I wanna solve it. The hand writing is poor . don't wanna miss out digits. Re write this one u posted very well and also, u can post d origin question so I can attempt solving afress. Be fast!

Check this

naturalwaves:
I wanna solve it. The hand writing is poor . don't wanna miss out digits. Re write this one u posted very well and also, u can post d origin question so I can attempt solving afress. Be fast!

seunlly:
Check this

Okay. This is better. Now,paste the origin question that lead to this.

naturalwaves:
Okay. This is better. Now,paste the origin question that lead to this.

that is what I'm saying.
this is the original question it takes me days to figure it out..
MTH101 tutorial question.

seunlly:
that is what I'm saying.
this is the original question it takes me days to figure it out..
MTH101 tutorial question.

You said it took you days to figure it out and now you are at the extreme end and you uploaded this.....means this is the extreme end you are from a previous question. Maybe I am not getting you but since this is the original question, let me try it then.

naturalwaves:
You said it took you days to figure it out and now you are at the extreme end and you uploaded this.....means this is the extreme end you are from a previous question. Maybe I am not getting you but since this is the original question, let me try it then.

yh.
I just wake ho today and I take a look at where I stop and I continue so I'm at extreme end.
but that is the question.
more question loading.

seunlly:
yh.
I just wake ho today and I take a look at where I stop and I continue so I'm at extreme end.
but that is the question.
more question loading.

Okay.

[quote author=thankyouJesus post=57319410]Ordinary differential equation? It is exact.[/quo
I have done it already..... Anyway thanks!

Kentorm441:
Please, I want Mathematics scholars to solve this question for me.
Find x & y
If x^x^x=log3 and
x^y^y=log8.

waiting .........

Try this question If x^x^x = log3 and x^y^y = log8. Find x and y.

naturalwaves:
You said it took you days to figure it out and now you are at the extreme end and you uploaded this.....means this is the extreme end you are from a previous question. Maybe I am not getting you but since this is the original question, let me try it then.

how are you doing with the questionm

seunlly:
how are you doing with the questionm

Left it when I was going out.Before I did, I was trying to make vital substitutions in order not to make the whole bracket thing so cumbersome when squaring sides but no headway. Will try it out tomorrow hopefully.

naturalwaves:
Left it when I was going out.Before I did, I was trying to make vital substitutions in order not to make the whole bracket thing so cumbersome when squaring sides but no headway. Will try it out tomorrow hopefully.

the question is somehow weird
I spent days trying to know what to do I'm also spending days on the solution which I just completed this night

seunlly:
the question is somehow weird
I spent days trying to know what to do I'm also spending days on the solution which I just completed this night

Oh really? Well done. Will try it tomorrow.

PHYSIC PLEASE.. sorry for derailing
Two plane mirrors are inclined at an angle of 40^o and a ray of light which makes an angle of incidence of 60^o with one of the mirrors happens to undergo two successive reflections at the mirrors. Determine the angle of deviation.

thankyouJesus:
Ordinary differential equation? It is exact.

Exact

DrinkWater10:
PHYSIC PLEASE.. sorry for derailing
Two plane mirrors are inclined at an angle of 40^o and a ray of light which makes an angle of incidence of 60^o with one of the mirrors happens to undergo two successive reflections at the mirrors. Determine the angle of deviation.

bro the question is confusing.
is it the two mirror that is inclined at angle 40 or one of them.

seunlly:
Check this

X=-1,-5,-3

masperano:
X=-1,-5,-3

yo are nowhere close.

seunlly:
yo are nowhere close.

Lol not possible... used mathematica.. test the answers it satisfies the equation.

masperano:
Lol not possible... used mathematica.. test the answers it satisfies the equation.

buh that not thhe answer.

seunlly:
buh that not thhe answer.

Wait let me double check. . It seems I plugged in the wrong question. .

masperano:
Wait let me double check. . It seems I plugged in the wrong question. .

check am wella.
you can't get a whole no

seunlly:
check am wella.
you can't get a whole no

I had to solve it manually finally, made mistake .. got -4.9826 and -1.0174... should be correct if I didn't make algebraic mistake

masperano:
I had to solve it manually finally, made mistake .. got -4.9826 and -1.0174... should be correct if I didn't make algebraic mistake

u must get the answer in form of
-3±i4•08/2

seunlly:
u must get the answer in form of
-3±i4•08/2

I threw away all the complex solutions.. let me tell u what I did ... substitute m=x^2+6x+5.... u will end up with a polynomial of degree 3 in m... I then evaluated the polynomial. .. got two complex roots and one real root. I took the real root and solved for x... in which I got those solutions

masperano:
I threw away all the complex solutions.. let me tell u what I did ... substitute m=x^2+6x+5.... u will end up with a polynomial of degree 3 in m... I then evaluated the polynomial. .. got two complex roots and one real root. I took the real root and solved for x... in which I got those solutions

oops u can try again but that is not the answer