What is greater: 2^3,000,000 or 3^2,000,000 ???
209204
Hmmmm.\nThe Answer : 3^(2,000,000)\n\nHere's a simple way.\n\n3,000,000 = 3 x 1,000,000\n2,000,000 = 2 x 1,000,000\n\nSo, \n2^3,000,000 =  (2)^(3 x 1,000,000)\n2^3,000,000 =  (2^3)^(1,000,000)\n2^3,000,000 =  8^(1,000,000)\n\nSimilarly,\n3^2,000,000 =  (3)^(2 x 1,000,000)\n3^2,000,000 =  (3^2)^(1,000,000)\n3^2,000,000 =  9^(1,000,000)\n\nSo, which is bigger, 8^(1,000,000) or 9^(1,000,000)?\n\nIts obvious now, with a bit of "manipulation".\n\n9^(1,000,000) is bigger.\n\nP/S : I'm not sure who is "greater" though. Just Kidding.\n\nRegards
39438
8.4527125 × 10^270 in scientific notation\nor\n84527125 with 263 0s after the last 5\n\n84,527,125,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,00,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000
337063
3)4320\n(4!/2!)*(6!/2!)
8169
a & b are variables so each time you'll get a different answer.\n\neg: if a=2 b=3 then a^b= 8 , b^a= 9 so b^a is higher\n\nbut if a=3 b=2 then a^b= 9 , b^a= 8 so a^b is higher\n\nyou see what i mean VARIABLES it depends on your input each time.\n\nhope that helped you
559020
u r probably working on order of operations, this might help:\nPlease (parantheses)\nExcuse (exponents)\nMy  (multiplication)\nDear (division)\nAunt (addition)\nSally (subtraction)\n\n1. 7000 x 400000 = 2800000000\n2.  1/144 = x^2 so x = +/- 1/12\n3.  -3 +/- the square root of 2\n4.  5t^4 - 7t^3 + 6t -2\n5.  4x^4 - 16x^2 +16
457329
Log (3^3)===3 Log(3)\n\nboth will give you the same answer which is 1.43136...
334046
u should write it like\n7.52*10^-4
315248
a) (.033)^3\nb) (.008)^3\nc) (.066)(.027)(.033)
444431
I've always assumed that the 2 was 2.00000000000000000....etc.\n\nSo, I would say use two sig figs.
87909
Yes, 1000003 happens to be prime but unless I'm missing something your reasoning is not convincing. How do we know that r + r' is not divisible by n ?
549864
5^(2) - 3^(2) = 4^(2)\n\nI think there is no n, which is greater than 2, satisfies the above equation.
187382
I know it has already been answered but I"ll take a chance with something different. Ok 3 to the third power plus two would be 3 to the fifth power which is 243.\n :)
574117
Double digit?  \n\nYou're being exceedingly charitable.
426149
1/2^x < 0.01 \nthen multiply both sides by 2^x\n1 < 0.01 2^x\nnow divide both sides by 0,01:\n1/ 0.01 < 2^x\n100 < 2^x\n~
1418
1. It's one multiplied by ten to the twenty-third power.\n  -Otherwise ten to the twenty-third power.\n\n2. It is also an example of multiplicative identity.\n\nSorry if that is not what you are looking for.
612505
[ (50000 x 2.4)+(25000 x .8) ] / (50000+250000)=1.8\n\nThe remainder of the info in the problem is not necessary.
289311
2.4 mega = 2.4 x 10^6 = 2,400,000\n\nYour answer is off by a power of 10. It's 2,400,000 NOT 24,000,000