Question

Y (-1)*(-1) = 1
Due to this we have imaginary no.s................

Answer 1

what's the question?

Answer 2

it's not a question
It's a paradox

Answer 3

paradox?? how so?

Answer 4

Do u know iota y we call it imaginary
coz of this
Y -1 * -1 = -1

Answer 5

what's the point?
and what is the 'Y' ?
and why did you write -1*-1=-1 ?
^^^not true

Answer 6

First tl me do u know complex no.s rather imaginary one

Answer 7

yes

Answer 8

Tl me Y iota is imaginary to our mathematics
Y she can't imagine iota

Answer 9

The reason for the fallacy is that sqrt(-1) is not an ordinary (real) square root, hence the rule for computing the quotient of radicals does not apply to it.

and this, kids, is what happens when you don't know how to read

Answer 10

im sure thats what he means

Answer 11

no

Answer 12

I mean if we develop axioms for mathematics then y we didn't choose -1 * -1 = -1
Coz if this is so then sqrt(-1) = -1

Answer 13

gee, this guy is a genius, how could we miss that

Answer 14

of course that's not an axiom, its a consequence of the real axioms. If we adopted that one math would be inconsistent. I don't think you have a good feel for axiomatic formulation.

Answer 15

if (-1)*(-1)=-1 then\[-8=8(-1)(-1)=-8(-1)=???\]

Answer 16

It must be having reason
Is anyone doing Bachelors or masters or phd in maths

Answer 17

im doing postdoc and have fields medal and READ what turing wrote

Answer 18

It's not easy to say this we adopted

Answer 19

Mathematicians fear from -ve no.s till 20th century

Answer 20

1/0=0 i solved the world

Answer 21

How?

Answer 22

1/0=1/1*0/0=1*0=0

Answer 23

it's wrong
u don't know 0 dear

Answer 24

u dont know -1

Answer 25

loooool

Answer 26

that's y i was asking

Answer 27

K leave this tell me
How & what & y is pie

Answer 28

does this have to do with -1 too?

Answer 29

No
I hope to find Y things are so
U are doing postdoc na
From where

Answer 30

pre-algebra, could you please sort out whether pi is infinite or not, ever recurring, and all other unknowns associated with it, and figure out more than 5 trillion digits before the day's out? Cheers bud.