Short Leg= 2x-6 Long leg= 2x Longest= 30 Find the missing sides to get 30
Perhaps there was a figure or a description of a figure?
I can't screenshot the figure. The codes in the page prevent it.
And you are entirely unable to describe it?
its Pythagoreon Theorem
a squared plus b squared equals c squared
Okay, then you should apply that. Can you identify a, b, and c?
I did.
Reread the question.
You did what? Fill n the blanks... For the Pythagorean Theorem, I need to identify a, b, and c. a = ?? b = ?? c = 30
I did.
A equals short leg
B equals the other leg
C equals longest leg
Okay. What did the Pythagorean Theorem look like when you substituted those values?
When I squared them all?
Did you do that? Yes. What did you get?
I have not done it yet because that and the whole problem is where my confusion lies.
I think we have established this: a = 2x-6 b = 2x c = 30 We have also established the Pythagorean Theorem \(a^{2} + b^{2} = c^{2}\) Now our task is to substitute the given values into the Pythagorean Theorem. You do that and let's see if you wander off.
I wander off in the beginning.
Stop saying that and simply start writing. Change your screen name. Do SOMETHING so that you can win one battle, here. You seem to be in the wrong class. How can we move you toward a more positive outcome? I can't get you to write ANYTHING. That's not good.
I have Aspbergers. Either bear with my incompetence that I was born with or help me find someone who can help.
You didn't answer my question. Can you substitute the known values into the known formula, or not? Do you know what substitution means? Have you ever seen the process?
Thank you for your help. Good day.
What tkhunny is asking is which is the hypothenuse and the adjacent side.
What tk hunny was not understanding is I wrote them already and as neither side is in normal form I am confused.
Would you be able to use the draw option under the chat log to drwa the picture for us?
maybe im on a laptop
Just do your best, if you have problem explaining it is much easier to see a picture. If we can't understand your question, we will not be able to help.
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okay tell me if im right:|dw:1354487622965:dw|
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