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If a  1  or a  6  is showing, the product will be  6.

If a  2  or a  5  is showing, the product will be 10.

If a  3  or a  4  is showing, the product will be 12.

The greatest product will be  12  x  12.

Of the three positive values:  a + 1,  6a,  and  6a + 1,  6a + 1  must be the largest.

Using the Pythagorean Theorem:  (a + 1)² + (6a)²  =  (6a + 1)²

                                                  a² + 2a + 1 + 36a²  =  36a² + 12a + 1

                                                                    a² + 2a  =  12a

                                                                   a² - 10a  =  0

                                                                  a(a - 10)  =  0

                               Either  a = 0 (impossible)  or  a = 10

why is there the dm^3?

how tho?

What is the weight of the man?

Hello Guest!

\(3m\times 3m\times 1cm\times \frac{1kg}{dm^3}\times\frac{100dm^2}{m^2}\times\frac{dm}{10cm}=\color{blue}90kg\)

The weight of the man is 90kg.

  !

I think we already have an answer for that 
Geno has answered it 5 days ago.

I can get nine --

Consider the vertices A and B; there are two squares that share the side AB (say ABXY with X and Y on one side of AB and X and Y on the other side of AB) and there is also the square that has A and B being opposite vertices of the square (square AXBY). 

So, that gives 3 squares using A and B; there will also be 3 squares using B and C and 3 squares using A and C.

Example: a=1,   b=5,     c=8

[158, 185, 518, 581, 815, 851]=3,108 

No matter what digits you use, when you permute them in 6 different permutations and sum them up, you always will get a number that is a multiple of 37.

Therefore, 37 is the greatest positive divisor.

happy birthday!!! have a great day! :)

The solutions are x = 0, 1, and 2.

Aw thanks :)

See here: https://web2.0calc.com/questions/help_72810

^m^ whymenotsmart.

(x+y)²  = (x+y)(x+y) =   x^2 + xy + xy + y^2   = x^2 + 2xy + y^2  

also, like half of the users that have high points around 1000 or so just ask questions most of the time, and their answers are just like "This is wrong" or "Try again, thanks for the help, though!" You, hugo are the few people who actually are smart and respond to people's questions!

The number of days was there to trick you :)

Thanks 😁😎

oh....

lol, you are so funny, bro!

The number of days is irrelavent to the question asked.......  

10200 ath / 28 sports =  ~ 364  athletes /sport

Yeah. I think people who are inactive for a year are removed.

The X2factor was in the 2000s and didn't participate till now and ended in 2019 and got a slot in the leaderboard.

Plus one for my ranking LOL

Actually CPhill's pretty active, but usually

"Oh i'm coming once aday but each time I answer 50:"

Melody: "I come 4 times a day answer 10 each time"