Interesting theory, and I basically said the same thing in the other section. But you think answers are boring, eh? Do you believe this philosophy on tests?
Well, I didn't say that answers weren't sometimes kinda-sorta important, but I prefer good process over good answers just about any day of the week (especially the days that end in "y").
Ah, likewise interesting theory, which I completely agree with. However, if we were to have a day that did not end in "y" such as...Hibachi Sukula Im, answers wouldn't be necessary?
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Check out the Video Tutor Lessons listed under section 6.3 on MathChamber!
MathChamber Unit 6
Meh, I found the videos not all of that useful.
Sorry to hear that. Do you have any questions I can help with?
how do i slove...
-(1/3x + 3y) ≤ 3
i dont know how to slove it woth the negative... i think both become a negative because its like distributing a negative, but im not sure..
ooops.. sorry wrong sectin, ill post it in the right one
You are correct, sir.
-[(1/3)x + 3y] is the same thing as
-1[(1/3)x + 3y]... therefore, you simply distribute using the -1, or as you correctly stated it... you distribute the negative.
And when you multiply a bunch of terms by -1, the signs "flip"... positives become negatives and vice versa.
This is an important skill to master. Good question.
oh, so the final answer is:
-[(1/3)x + 3y] = (-1/3)x - 3y
I always forget to answer the question! I find answers boring.
Interesting theory, and I basically said the same thing in the other section. But you think answers are boring, eh? Do you believe this philosophy on tests?
Well, I didn't say that answers weren't sometimes kinda-sorta important, but I prefer good process over good answers just about any day of the week (especially the days that end in "y").
Ah, likewise interesting theory, which I completely agree with. However, if we were to have a day that did not end in "y" such as...Hibachi Sukula Im, answers wouldn't be necessary?
Must you always state the obvious?
Yes, I think from now on I shall, but I will now try to stop detracting from the original post idea/theme.
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