the tricky math problem?
359204
100 which is the binary equivalent of 4 if you are considering those 2 numbers to be added binary numbers
752007
the question is unclear
832637
your question does not make sense, the numbers are impossible
157925
The problem asks for:\na natural number n wich: n = k*3+1, n=q*5+1, n=r*7+1, n=p*9+1, n=m*11. => n = cM(3,5,7,9)+1 and 11 divides n. (cM(3,5,7,9) = a common multiple of 3,5,7,9). \nYou take the less cM(3,5,7,9) of all, wich is 945, add 1, and you find out that 11 divides it.\nAnswer is:\n\n-- 946 --
1169010
Find d?\n\nWhere are a, b, and c?\n\nwhy don't you write out the entire problem if you want help?
1018412
do you really want someone else to think for you?\nhmmm...well then...\nhere it goes...\n1. look in your math book...there are examples of how to do this problem...\n2. same answer as above!!!\n#3... same...\n\n#4!!!! remember Einstein solved "un-solve able" problems!!!
451440
This is sort of competition not mathematics question.
150456
here we are talking about a  sequence , so we try to get the formula of the sequence than the result.\nBut the proposed solution that 1=5 it's completly  wrong
609118
You must be a math mathematician!!!!!!!!!  How did you come up with that answer????????????
144487
the answer is exponents.
187946
It is difficult to guess.
856711
because this has 2 unknowns it cannot be solved.\n\nbut I can write  x in terms of b\n\n2x = 13-b\nor x =(13-b)/2
1074417
The answer is 10. \n\nIf you don't believe me, do the problem yourself and compare that with my answer.
978758
There's a mathematical riddle that claims to "prove" 1 = 2, but if you examine it closely enough, it turns out to be dividing by 0.  Sorry I csn't remember the riddle.
1078061
This is the question described in shorthand by computer scientists as does P = NP? The answer is the problem has never been solved, so you can't be certain.  But most likely it isn't possible.
363348
Are we solving for x?
1135408
OH NOES THIS IS LIKE A MATH PROBLEM!!!! i can't handle any more variables :( sry.\n\n\nhahahaha.