Question

❤ Unsolved ❤ #Moderators

Hey, this mathematical fallacy is still Unsolved... Moderators just check my recent questions... And delete the wrong answers...

Prove that 0 = - 1

Answer 1

$\underline{\underline{\Huge\mathfrak{Solution ;}}}$

Well ! it's a very tough one !!!!

Let's Do it ;-

1! = -1

2! = -1 × 2 = -2

3! = -2 × 3 = -6

4! = -6 × 4 = -24

Now , giving it a turn , than ;-

4! = -24

3! = -6

2! = -2

1! = -1

In other words , 0 = -1.

Hence , Proved !

#BeBrainly ❤️

Answer 2

.................. let's try like this ................

(2 ,3) ( -1 ,- 1) (-2 , -3)
____________________
A P B

by mid point theorem

(x1 + x2 /2 ), (y1 +y2 /2) = (-1 , 1)

let's solve it

(2 -2 /2 ), (3 -3/2) = (-1 , -1)

(0/2 ),(0/2) = (-1 , -1)

(0 , 0) = (-1 ,-1)

0 = -1 , 0 = -1

HENCE PROVED

...............HOPE THIS WILL HELP U...................