Question

you there sheg

Answer 1

yeah buddy say

Answer 2

hey any new problem to discuss

Answer 3

\[2^{x2+x}=1/4^{x+1}\]

Answer 4

\[\frac{1}{4} = 4^{-1} = 2^{{2}\times{(-1)}}\]

Answer 5

now how u will solve the given problem i had given u the hint

Answer 6

hmmm simon think and then reply

Answer 7

question is
\[2^{x^2+2} = \frac{1}{4^{x+1}}\]

Answer 8

simon...........??????????????????

Answer 9

yes

Answer 10

heres a hint:
\[\frac{1}{4}=\frac{1}{2^2}=2^{-2}\]

Answer 11

2x^2+x

Answer 12

tell me how to proceed in this case

Answer 13

oh sheg already wrote that lol

Answer 14

my mum is calling me ill be back in 5

Answer 15

actually the best person is zarkon since that is his area
but i can help with some probability questions

Answer 16

so simon finally u returned

Answer 17

\[2^{x2+x}=1/4^{x+1}\]

Answer 18

i had to wash the dishes

Answer 19

now i have to dry them

Answer 20

never heard of that model

Answer 21

i will look it up later

Answer 22

so what do i do with this equation

Answer 23

actually that model is for options pricing

Answer 24

ok have u heard Binomial-Pricing Model??

Answer 25

\[^{x2+x}=1/2x+2\]

Answer 26

simon wesite is hanging so unable in replying nicely

Answer 27

here
x^2 + x = -2x - 2

Answer 28

help

Answer 29

yeah say

Answer 30

2^(x^2 + x) = 2^(-2x - 2)
thus
x^2 + x = -2x - 2
now solvefor x