Melody

Thanks squire CaptainMan but our memories do not need refreshing - we just need a proper question.

$$\\|2x-1|=|3x+5|\\\\
2x-1=3x+5\qquad or \qquad 2x-1=-(3x+5)\\\\
2x=3x+6\qquad or \qquad 2x-1=-3x-5\\\\
-x=6\qquad or \qquad 2x=-3x-4\\\\
x=-6\qquad or \qquad 5x=-4\\\\
x=-6\qquad or \qquad x=\frac{-4}{5}\\\\
$check$\\\\
If\;\; x=-6\\\\
|-12-1|=|-18+5|\\\\
13=13\qquad True\\\\$$

$$\\If\;\; x=\frac{-4}{5}\\\\
|\frac{2*-4}{5}-1|=|\frac{3*-4}{5}+5|\\\\
|\frac{2*-4-5}{5}|=|\frac{3*-4+25}{5}|\\\\
|\frac{-13}{5}|=|\frac{13}{5}|\\\\
\frac{13}{5}= \frac{13}{5} \qquad True\\\\
$therefore the solutions are $\\\\
x=-6\;\;and \;\; x=\frac{-4}{5}\\\\$$

Here is the graphical solutions

Can you give an example of what you mean please?

The symbol for power is ^

There is no next number.

Between any 2 real numbers is an infinite number of other real numbers.

Well if you mean thanks for helping you then I think I can speak on behalf of all our wonderful anserers, and say "Thank you and you are very welcome :) "

hi aerdna, 

I expect you are using a comma instead of a decimal point.  I know some countries use a comma but I thinks most use a point :)

Anyway, enter is as

asin(0.37)

that should work just fine  :)

$$\underset{\,\,\,\,^{\textcolor[rgb]{0.66,0.66,0.66}{360^\circ}}}{{sin}}^{\!\!\mathtt{-1}}{\left({\mathtt{0.37}}\right)} = {\mathtt{21.715\: \!617\: \!283\: \!264^{\circ}}}$$

Yep, it did for me  :)

ok, off you go Cap'n    

Alright then, thee be Squire CaptainMan.   

- - i like taking away cold, the room will get hotter.  So  --=+

something+3=-6

that would have to be -9

Well Squire Man, so long as thee addresses the Queen with due respect all shall be well.

I do not think that we have the rank of Captain in the Queen's army.