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Question 995118: Set up a system to solve. Two angles are supplementary. Twice one angle is equal to the other angle minus 36. Find the two angles?
Found 2 solutions by lwsshak3, ikleyn:
Answer by lwsshak3(11628)   (Show Source):
You can put this solution on YOUR website! Set up a system to solve. Two angles are supplementary. Twice one angle is equal to the other angle minus 36. Find the two angles?
let x= one of the angles
180-x=other angle
2(180-x)=x-36
360-2x=x-36
3x=324
x=108
180-x=72
one of the angles=108
other angle=72
Answer by ikleyn(53878)  (Show Source):
You can put this solution on YOUR website! .
Set up a system to solve. Two angles are supplementary. Twice one angle is equal to the other angle minus 36.
Find the two angles?
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The solution in the post by @lwsshak3 is incorrect: it does not satisfy the problem's conditions.
The cause is a calculation error in his post.
I came to bring a correct solution.
let x be one of the angles
180-x = other angle
2(180-x) = x-36
360-2x = x-36
396 = 3x
x = 396/3 = 132
180-x = 180 - 132 = 48
one of the angles is 132 degrees.
other angle = 48 degrees.
Solved correctly.
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I systematically checked about one hundred solutions by @lwsshak3,
I think I discovered his method and his secret methodology (at least for myself).
I suspect that @lwsshak3 uses a computer code for solving most of his problems.
I made this my conclusion by noticing that many of his solutions
that relate to the same topic are copies of each others by wording and by construction.
Also, one can see that human emotions absent in his posts.
So, again, similar to @mananth, @lwsshak3 is an early version of the Artificial Intelligence.
I do not state that all solutions by @lwsshak3 are produced by a computer code,
but many of them (80% or 90%) are.
I even see that many of incoming problems, solved by @lwsshak3, were specially created
to be solved via that computer code with two major goals:
(a) to train the code;
(b) to create an impression that the code is ideal and universal.
When incoming problems fit to the computer code, the solutions are perfect.
In other cases, there are errors and mistakes.
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