All Answers 358501 Answers

At last what?

I was just doing other stuff on earlier pages.

that is what I spend a lot of time doing.

I follow everone, and I sweep up as i go.

But I love it when you are on the forum :)))

Mmm

A cubed log of a log cube. That is the question ????   LOL

Nauseated.. If only I was that simple..

It is an old forum joke Trincent.

If you search minims it will probably throw up some other times that they have been mentioned. 

hello Melody!

at last!

Hi Rosala 

Continuing Nauseated's theme

$$\sqrt{\pi*e}$$

$${\sqrt{{\mathtt{\pi}}{\mathtt{\,\times\,}}{\mathtt{e}}}} = {\mathtt{2.922\: \!282\: \!365\: \!322\: \!278}}$$

I just entered   sqrt(pie) into the web2 calc  

Brittany does have a big brain but she made a mistake.   

x squared subtracted from 1 equals 24

means

$$\\1-x^2=24\\
-x^2=23\\
x^2=-23\\
$there are no real solutions to this but the imaginary solution is$\\
x=\pm\sqrt{23}\;i$$

LOL!!!...are you sure it isn't a "cubed log??"

$$\\(8^{-3})^5=8^{-15}=\frac{1}{8^{15}}$$

ive got enough!

Lol.. Get some sleep..:-)

too lazy too late!

Like this

ROSALA!!! 

If ur rounding to the 2 place, the answer is 1.44

I love math!!!! I'm such a nerd!😎

Hahha! Thanks Chris!😂

Hey, rosala....

no app....onloy website......

That is very rude anon!

Geno stated his interpretation and his answer is correct. 

An alternate interpretation is

$$\frac{x^5y^2}{y}\times x^2 = x^7y$$

We do not mind constructive criticism or polite questioning of our answers but there is no need for outright rudeness!!

Thanks for your answer Geno :)

I put this in Desmos as tan(x-y) = 1/(y + x^2).....it won't let me "capture" any  solutions, either...

Wolfram Alpha says it is too hard so I am not going to think about it any more.

Sloth or laziness is one of the Seven Sins. Seems like you are living up to your name.

While knuckle-dragging causes sore fingers, it doesn’t seem to slow your posts. So, do an easier chore and give CPhill points for his answers.

If CPhill and Melody combined their points and added one Aussie dollar and one US dollar they each might be able to buy a small cup of coffee. It’s true, they are overpaid! But what can we do? :)

Why re-invent the wheel for every brain-dead question that’s posted on here?

No doubt, BJ’s cut and paste skills are paramount, but there is one decisive difference between hers and yours: she actually understands the concepts in the texts of what she pasted.

Keep on guard Britney! Don’t let the moronic, knuckle-draggers --in this case, a rude, moronic, knuckle-dragger give you CDD!