Examples of using Original problem in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
So this was our original problem.
And if they have the same answer, then we have the answer to our original problem.
So what was the original problem I said?
So the inequality stays the same as in our original problem.
Because our original problem was just in terms of y and x.
So let's rewrite this original problem.
Now, we can go back to the original problem--the thing we have been trying to solve this whole unit.
So now we can write our original problem.
And so on our original problem up here, we now know that b is equal to 3, c was equal to 4, and a is equal to 7.
Just so we don't lose track of our original problem.
The original problem was 3x squared minus 2xy plus 2, plus 6y squared minus x square plus 3, times y prime, is equal to 0.
Well, that puts us back to our original problem.
So going back to the original problem: what is the probability of getting k heads in n flips of the fair coin?
We said, this integral is just the original problem again.
So to return to the original problem, what is the opportunity of these stem cells, or this disruptive technology, for repairing the damaged brain, which we call regenerative neurology?
Or if we look at this distance right here, that was the original problem.
In fact, you can think of it, our original problem is, we wanted to figure out the line integral along the closed path, so it was a closed line integral, along the closed path c of f of xy, and we're always multiplying f of xy times a.
With that said, let me erase that and go back to our original problem.
And if we look at our original problem, the general solution out of this nonhomogeneous equation would be this-- which is the general solution to the homogeneous equation, which we have done many videos on-- plus now our particular solution that we solved using the method of undetermined coefficient.
This is equal to 1/x times the ln of x squared, which is our original problem.
In the course of solving this rational equation right here we might get some solutions that if we actually put it in the original problem would give us undefined expressions and so those solutions are extraneous solutions, they actually don't apply, so you want to throw them out.
Look at this closely and notice that that is the same-- hopefully it's the same-- as our original problem.
So this is the original problem, e to the x cosine of x d x equals, and now let me switch back to this color, it equals e to the x cosine of x, and then I can just-- this parentheses doesn't matter because I'm just adding everything in the parentheses-- e to x cosine of x plus e to the x sine of x minus e to the x cosine x access d x.
Because if x is equal to minus 4, this whole statement-- that original problem is undefined.
So, all the solutions to this are also the solutions to our original problem, to our original ax is equal to 0.
So you might sometimes see people immediately go to-- let me just rewrite the problem actually-- So that original problem was 13/6 is equal to 5/x.
So if u is equal to cosine of x, this thing is equal to 1 over cosine of x plus c is equal to the antiderivative of our original problem, which was sin of x over cosine of x squared dx.
Hello! I downloaded Kies I installed I did everything in the tutorial, connect telefonu sees me figure shows that there is an update to update the progress bar reaches appears to 100% and then closes the program and do not do anything. I noticed immediately when I press update the write down that I lost connection with the phone data cable has no original problem is the antivirus and firewall disabled I do not know what to do please help me if you can cristi phone is a galaxy s3 I9300.
Remember, we're kind of doing a new problem within the original big problem.
So let's go to our original probability problem.