Theorem: All numbers are equal.

hum

you belong on that show Num3ber

That's because you have more equations than variables....

Nice Post, Thanks For Sharing! Please Feel Free To Take A Look At My Work As Well.

Something to think about!!! I have a few friends who are engineers and thrive on equations, i will put this to them! I am commenting on all of your articles and photos as you have asked us to do in the mass email sent out! Not all my comments will be personalized as there are 20 pages of articles to read through and even more than that on photos and I would rather spend the time reading and looking and enjoying then writing! Btw I saw you were listed as having 20 pages of articles but it will only let me see 19 of them so I will Comment on everything it lets me see!

First thing:

I would like to say sorry for taking a while to get to your article. I have been away from gather for a while and I am finally getting to the 3000 plus emails I have awaiting me on here to go through. so I am starting from the most recent received to the first I ever received.... So now I am finally able to read your piece. Thank you for sending me the link to this article.

Now second thing:

I am a math lover and this is very interesting to look at...

Very well written babe, good job.

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Thanks for your thoughts.

Thank you for posting to tryingfor3000

Here is "A 10 For You!"

I hate math. I was never good at most of it. Percentages I can do. This is just confusing!!

Very well written babe.

wa wuzz zat? :)

I love math. Numbers never cease to amaze. Where do you get these items?

Your thought process seems quite logical. Well done on this one.

I enjoy learning from your posts.

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I love math. Kinda like I love work... I can sit and look at it for hours...

You should get together with my kid. Math Guys Unite! (The rest of us will wait here)

The problem is when raising both sides of the equation to the ½ power. This operation produces an extraneous "solution".
When applying this in algebra, a +/- is required in font of one of the expressions. One must take note that the extraneous solution is produced. It is actually introduced by the presence of the squaring operator.
Unlike a combinative operator, the power operator is not required to yield exactly one value.

For example: (-3)^2=3^2, but -3 does not equal 3. The '^2' introduces the extraneous relationship. Raising both sides to the ½ power produces the false '-3=3', along with the correct '3=3'.

In the above bogus "proof", the a - t/2 = b - t/2 expression is the extraneous solution. The correct one is a - t/2 = -(b - t/2), which equals
a - t/2 = -b + t/2), or a+b=t.

Incidentally, if you have any more of these, please feel free to submit to
Fun Math.