Question

how to solve x^ - 2x + 1 = 0 in quadratic formula

Answer 1

What are your
a
b
c
values?

Answer 2

well the a = 1 the b is -2 and c is 1 @kidrah69

Answer 3

\[x=\frac{ -(-2) ±\sqrt{(-2)^2-4(1)(-2)}}{ 2(1)} \]
solve.

Answer 4

Solve what is in the square root sign but DO NOT square root anything!

Answer 5

ok . im doing it rn @kidrah69

Answer 6

:) let me know one you are done buddy :)

Answer 7

ok i got x = -5 and x = 7 @kidrah69

Answer 8

as final answers?

Answer 9

oh wait no i have to branch it out right like x - 5 = 0 ?

Answer 10

oh wait oops >_<

Answer 11

im sorry! i put -2 in b's place

Answer 12

*a's place

Answer 13

\[x=\frac{ -(-2) ±\sqrt{(-2)^2-4(1)(1)}}{ 2(1)} \]

Answer 14

no u put it in c haha ok let me resolve then @kidrah69

Answer 15

so (x -1) and (x - 1)

Answer 16

@kidrah69

Answer 17

yes! :D

Answer 18

now set it equal to 0

Answer 19

x-1=0

Answer 20

no i already did tht haha @kidrah69

Answer 21

whats the final answer :) ?

Answer 22

the one i just told you was haha @kidrah69 because tht was after i already put it to the 0

Answer 23

No you still need to set it equal to 0 (x-1)^2 just equals 1 so x=1

Answer 24

no ok. so like i got (x + 1) (x +1) then i branch them out and solve : x + 1 = 0 and x + 1 = 0 and my final answer is (x-1)(x-1)

Answer 25

@kidrah69

Answer 26

no :/

Answer 27

(x -1) and (x - 1)
x-1=0
+1 +1
x=1

Answer 28

what.. show me !! haha @kidrah69

Answer 29

http://www.mathwarehouse.com/quadratic/quadratic-formula-calculator.php
look at this :P its proof!!! haha

Answer 30

show me how you did the whole thing . i dont want to do it off a calculator lol @kidrah69

Answer 31

did u even look at the link? -_-

Answer 32

yeah i did. and its a calculator haha @kidrah69 dnt be lazy >.<

Answer 33

http://prntscr.com/78z689

Answer 34

well the work is done :P

Answer 35

haha whatever :P @kidrah69

Answer 36

ey i know how to do this :P its just i was making sure my work was right and i realized i made a mistake :P

Answer 37

still smarter than me c: @kidrah69

Answer 38

nawh :3