We are searching data for your request:

**Forums and discussions:**

**Manuals and reference books:**

**Data from registers:**

**Wait the end of the search in all databases.**

Upon completion, a link will appear to access the found materials.

Upon completion, a link will appear to access the found materials.

It may sound somewhat paradoxical, but we are going to crumble the foundations of mathematics by demonstrating that 1 + 1 is equal to 3.

We begin with an unquestionable equality:

We add both members of equality the same amount:

We can transform the previous expression into:

If we look, we see that we have on both sides the result of squareing a binomial, so we can simplify:

If we extract the square root of both members we have that:

Or what is the same

That is:

**How is it possible?**

#### Solution

The error is that of the expression:

It was deduced that

Although the squares are the same, the first powers are not identical, for example:

but -5 is not equal to 5.

In my opinion you are wrong. I can defend my position. Write to me in PM, we'll talk.

What nice idea

already there, ATP

For now, I'll just know))))

I'm sorry, but, in my opinion, mistakes are made. I propose to discuss it.

Tell me, do you have an RSS feed on this blog?

I can not participate now in discussion - there is no free time. But I will return - I will necessarily write that I think.

You are wrong. I am able to prove it. Write to me in PM, discuss it.