Question

Solve for x:

Answer 1

please include the equation :P

Answer 2

\[e^{x}e^{(x+1)}=1\]

Answer 3

This might get you started in the right direction
\[e^ae^b=e^{a+b} \\ c^0=1\]

Answer 4

I know that much I just don't understand how to do the problem at all

Answer 5

Use the first rule to simplify the left side of the equation.

Answer 6

\[e^{x}e^{(x+1)}=e^{x+(x+1)}=e^{x^2+1}\]?

Answer 7

x+(x+1) → x+x+1 → 2x+1

Answer 8

\[e^{2x+1} = 1 = e^0 \rightarrow e^{2x+1} = e^0 \rightarrow2x+1=0\]

Answer 9

Then do I solve for x?

Answer 10

yup

Answer 11

okay thanks

Answer 12

@Loser66 I love ur profile pic