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$${\mathtt{35.55}}{\mathtt{\,-\,}}{\mathtt{3.15}}{\mathtt{\,-\,}}{\mathtt{2.2}}{\mathtt{\,-\,}}{\mathtt{14.99}}{\mathtt{\,\small\textbf+\,}}{\mathtt{5}} = {\frac{{\mathtt{2\,021}}}{{\mathtt{100}}}} = {\mathtt{20.21}}$$

10+ -2 = 8

anyone knows the asnwer for this? thanks!

Elijah played in a golf tournament. For the first three days he averaged a score of -2. On the fourth day he shot a +2. What was his average for all four days

$$-\frac{5}{6}*2$$

$$=-\frac{5*2}{6}$$

$$=-\frac{5*\textcolor[rgb]{1,0,0}{1}}{\textcolor[rgb]{1,0,0}{3}}$$

$$=-\frac{5}{3}$$

$$=-1.666...$$

You will not get any answer here.

http://www.britishpsychotherapyfoundation.org.uk/

g(t)  =  -(8/27)t³

Replace 'g(t)' with 't', and 't' with 'g^-1(t)':

--->   t  =  -(8/27)[g^-1(t)]³

Now, solve for g^-1(t):

  --  Divide both sides by -(8/27)         --->   -(27/8)t  =  [g^-1(t)]³

  --  Find the cube root of both sides    --->  -3/2·t^1/3  =  g^-1(t)

--->  g^-1(t)  =  -3/2·t^1/3 

2(x+3) = 2x+6

4 - (-2) = 4 + 2 = 6! do you even math, bro?

You'll need to give some dimensions ...

No.. you need to watch Interstellar! Math is life :)

sin and csc are reciprocals.

So if  csc(A)  =  √3   then  sin(A)  =  1/√3 

2√x  =  x

Square both sides:  ( 2√x  )²  =  x²

                                     4x  =  x²

Solving for x:                    0  =  x² - 4x

Factoring:                         0  =  x(x - 4)

So:          either     x = 0     or     x - 4  =  0

                            x  =  0       or      x  =  4

2sqrt(x)=x

[2sqrt(x)=x]^2

4x=x^2

4=x

YOU'RE WELCOME!!!

x² - 12x + c

To find the value of c:

-- since the coefficient of the squared term is 1,

      --  divide the coefficient of the linear term by 2     ( -12 ÷ 2  =  6 )

      --  square this answer                                         ( 6²  =  36 )

So, the value of c is 36

And,  x² - 12x + 36, when factored, is:  (x - 6)²

Ummmm....sure?

To calculate the percent discount, divide the amount of discount by the original price and multiply by 100.

Amount of discount =  $55.00                      Original price =  $100.00

Amount of discount / Original price x 100   ===>   $55.00 / $100.00 x 100  =  .55 x 100  =  55%

Ha ha!  Thanks for that Nauseated!  I didn't want Rosala coming at me either......

I didn't see your super long reply......I was offline.....you might as well give it to me in a private message....I wouldn't care!  Not like Melody or CPhill can sneak into the private chat!  

As for the devil profile,  I have no clue who it is,  never asked anyone to do it,  and it kind of makes me mad.  At least someone admires him/her.

I have taken no offense from this post,  if CPhill or Melody gets a hold off it,  I find it un-neccasary to blank it out.

If, "by better", you mean the cheapest per item:

Apples:    $10.00 / 17  =  $0.59  per apple.        <---  cheapest per item!

Oranges:  $17.00 / 20  =  $0.85  per orange.

                                    4 + m/5  =  -1

Subtract 4 from both sides:  m/5  =  -5

Multiply both sides by 5:          m  =  -25

Well happy, you might have thought it was just (bad) poetry when I ask Rosala to post something and crack her whip. LOL- ROF

Where Rosala says, "yes you won happy." This is where you LOST.

I may be a snarky (and currently a Royal) SOB (superintendant of Buildings), but I would not ever want Rosala coming after me! I would ask Melody to hide me in the dungeon or the bottom of the moat!

BTW, I posted a long and detailed reply to your petition and either Melody or CPhill blanked it. Both were on when it disappeared so I don’t know who did it. I thought it was very funny, but one or both of them apparently didn’t. Maybe just one or two things in it caused a problem. There weren’t any bad words, but it might have been overwhelming for your delicate years.

Happy, that is really cool creating a “Devil” profile! I would have not have expected that. What are you going to use for your avatar? A devil dog (wolf)?

I always suspected you were a little devil.

Maybe now Melody or CPhill will unblank my reply.

Sorry, it's not that easy ...

1,000,000  =  10⁶

10,000,000  =  10⁷

Thus, any number between 1,000,000 and 10,000,000, in scientific notation, will end with  " x 10⁶ ".