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goodnight. have a nice dreamz
\[1/5(X-15)+1/9(X+9)=X+7\]
@wolf1728 I don't know how to do this . Do you think you can help me solve it.
I made a better graphic of the problem:
That becomes 1/(5x -75) + 1/(9X +81) = x + 7
Okay so can you tell me whats the next step
We could multiply both sides by (5x -75) and get 1 + (5x -75) / (9x + 81) = (x +7) * (5x -75)
Thats the answer or is that step 1
That's step 1 I'm guessing you have to solve for x right?
Okay and yep its solving the equation
What's next . Sorry I'm trying to figure out this step
Here's the next step
Okay Can you tell me if 1/13 is the answer. I think I'm doing it right but I'm not sure
I'm working this out as we speak - I don't have the answer yet. I think I've found a quicker way.
Okay !
I am trying to find a way to get rid of the "1" or the (5x-75) but something always gets left over
Okay let me see too
I have the answers but I need to know the steps on how to get them so I can understand it
kaun academy bro that will help u
I'd say the next step MIGHT be multiplying 5x^2 -40x -526 by (9x +81) That would produce a cubic equation equaling (5x -75) which would be difficult to solve. Something should be cancelling here.
Yes, How'd you get five x squared
That's thepart I'm kind of confused by
Look at the second graphic I posted
Okay
Yeah I still don't get it
That's about as far as I can go I could try using Excel to get the answer (which I'm doing right now) but it won't show you the method
Okay that's fine take your time.
@ganeshie8
@wolf1728 Excel is going to be a link too?
No Excel is just a program for doing calculations and if you know how to program it, you can set it up to do trial and error computations.
ohhhh ok
facepalm **
aha what happen nnesha
so x-5 and x-9 are not at the denominator \[\frac{ x-5 }{ 5} +\frac{ x+9 }{ 9}=x+7\] this is your question right ?
Aha - that second graphic you posted is different than the other one you posted
leftside) find common denominator
Ah sorry wolf but to nnesha its 15 so x-15/5
ohh yea sorry 15*
what's the common denominator ?
45
yes right \[\frac{ 9(x-15)+5(x+9) }{ 45 }=x+7\] multiply the numerator of 1st fraction by the denominator of 2nd fraction (9(x-15)) multiply the numerator of 2nd fraction with the denominator of 1st fraction (5(x+9) now distribute parentheses by outside number 9(x-15) ="?? 5(x+9)=??? after that combine like terms
9+5=14x
oh no no you can't add 5 and 9 first you should distribute x-15 by 9 distributive property ? a(b+c) = a*b + a*c =ab +ac
9(x-15) = 9 times x + 9 times -15 = ?
Okay question. How come you switched I thought it was suppose to be 5(x-15)+9(x=9)
How come it was switched?
sorry *(x+9)
ugh i can't use draw tool >.< well it's like cross multiplication when we find common denominator we should multiply the numerator of `1st` fraction by the denominator of `2nd` fraction |dw:1442104883666:dw|
loll okay I don't 100% understand that but I am gonna go with the flow
9x-75+5x+40
How about eliminating the denominators and multiply 45 by (x + 7)
I thought that 45 was the denominators @wolf1728 and how did you get to this other side of the equation
ah sorry https://www.mathsisfun.com/numbers/common-denominator.html here read this i've to go i hope other users explain this better than meh XD lol good luck! :=)
9* (x-15) + 5*(x+9) = 45 * (x + 7)
nooooo stay pls help me finish the problem i get it just not that part @Nnesha
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