Simplify 6+4(m+13)-9m?
965295
6 + 4(m+13) -9m\n6 + (4m + 52) - 9m\n58 - 5m
531417
(a+b)(b^6-ab^5+a^2b^4-a^3b^3+a^4b^2-a^5b+a^6)\nGood Night, and Good Luck!
131443
4! + 4! + 4! + 4! + 4
628552
Use order ie\nParenthesis, Exponents, Division, Multiplication, Addition, Subtraction.\nThus, \n(4*5)+9-6 = (20)+9-6 = 29-6 = 23
139064
i think i know how to do it, one minute...\nhey is it 7k-14/(2k-6)(k-4) -6K+18/(2K-6)(K-4) = K+4/(2K-6)(K-4)\nor (7k-14)/(2k-6)(k-4) -(6K+18)/(2K-6)(K-4) = (K+4)/(2K-6)(K-4)\ni added parenthesses\n\n>>>ok so that's what you need to do:\nlet's say (2k-6)(k+4) = X\nso you get:\n7k -14/X -6k +18/X = k +4/X\n7k -6k -k = 4/X +14/X +18/X\n0k = 0X\n0 = 0*(2k-6)(k-4)\n=> every k will give us a legal equation!\n\ni really hope it's true, have u got the answer?
483173
((6p - 18)/(9p)) / ((3p - 9)/(p^2 + 2p))\n((6(p - 3))/3(3p)) / ((3(p - 3))/(p(p + 2)))\n((2(p - 3))/(3p)) / ((3(p - 3))/(p(p + 2)))\n((2(p - 3))/(3p)) * ((p(p + 2))/(3(p - 3))\n(2p(p - 3)(p + 2))/((9p)(p - 3))\n(2p(p + 2))/(9p)\n(2(p + 2))/9\n(2p + 4)/9
251360
welcoming\n23 + 5 + 12 + 3 + 15 + 13 + 9 + 14 + 7 = 101
796039
(5 * 5 * 5 - 5) / 5 + 5 * 5
650616
These three sequntal clock wise numbers \n2+3+4 --> 9+4 --> 1 (adding the last no.(4)\nBut not works for all
1139003
(n/(n - 3)) + (5/(2n - 6))\n(n/(n - 3)) + (5/(2(n - 3)))\nMultiply everything by 2(n - 3)\n(2n + 5)/(2n - 6)
1182929
7x+27 over (x+9)(x-9)
537135
6+3 = 9\n5+4 =9\n10-1=9\n9x1=9\n27 divided by 3 =9\n8+1 =9
293335
8+9+6+(1+2+3+4+5+7)^0 = 24\n\nX^(0) = 1
700086
Convert both #s to only fractions:\n\n16/3  x  13 / 6\n\nMultiply the numerators and the denominators:\n\n(16 x 13) / (3 x 6)\n208 / 18\n\nThen simplify:\n104 / 9\n11 5/9
919015
(8X^6/7) * (56/24)\n8X^6/3\n\n(Hint:  X^m/X^n = X^(m-n)
1053464
if you want to simplify it \n\nit is 3x - 4x + 4 = -x + 4
347406
Dude, so simple.\n\nYou need to find a # that is the lowest multiple of both 3 and 2.\n\nSo 1/2 + 1/3 changes to X/6 + X/6\n\nTo find out the top # you do the same thing that you did w/ the bottom #\n\n1 x 3   1 x 2     3     2      5\n----- + -----  = --- + ---  = ---\n2 x 3   3 x 2     6     6      6\n\nHay, if I help som 1 cheet, than I show them how to the problem, ok?\n\nJackmac :P~