h*h+12h+32 factor trinomial?
469352
(h+4)(h+8)\n\nglad i could help!
924243
(q - 6h)(g - 6h) \n= q(g - 6h) - 6h(g - 6h)\n= gq - 6hq - 6gh + 36h² (-6h x -6h = +36hh = +36h²)\n\n8q²j - 12g³hj \n= 2 x 2 x 2 x q x q x j - 2 x 2 x 3 x g x g x g x h x j\n= 2 x 2 x j x (2 x q x q - 3 x g x g x g x h)\n= 4j(2q² - 3g³h)  (The common factors in each part are the multiplier, the remaining factors are what are left inside the parentheses ... and always remember that 1 is always a factor of any number .. see example below)\n\n5g²h - 10g³h²\n= 5 x g x g x h - 2 x 5 x g x g x g x h x h\n= 5 x g x g x h x (1 - 2 x g x h)\n= 5g²h(1 - 2gh) (because 5g²h x 1 = 5g²h)
434926
2Sb+3 + 3S-2 => Sb_2S_3\n\nquepie's probably right.  I'm not going to look up SB(OH)_3.\n\nThen, it'd be\n\n2Sb(OH)_3 + 3S-2 => Sb_2S_3 + 6OH-
284229
First you have to arrange it so the powers of x count down, which they already do.  I think you have to also get the leading coefficient = 1, but I'm not sure - better check on that.  It is a second-degree trinomial b/c there are 3 terms (tri=3, trinomial) and the highest power of x is 2 (2nd degree).
565612
Take all the terms that include H to one side.\n\nS - 2LW = 2LH + 2WH.\n\nNow, factor out the H from the right side to get:\n\nS - 2LW = (2L + 2W)*H.\n\nNow, divide both sides by what it takes to leave H by itself.  In this case, get rid of the (2L + 2W)\n\n(S - 2LW)/(2L + 2W) = H
413378
24, factors are 1, 2, 3, 4, 6, 8, 12, 24
747676
2C12H22O11 +24O2 ---> 24CO2 +22H2O\na)F\nb)F\nc)T\nd)F\ne)T\nf)T
400127
C  H   O\n.6  12   6\n\nWITHOUT DECIMAL POINT
244208
let\nl= 4h - 20,\nw= 2h + 10, and\nv= l*w*h,    then\n\nv= (4h - 20)*(2h + 10)*h\nv= (8h2-200)*h\n\nv= 8h3 - 200h
233924
48x^2y+20xz+20xy+5z\nI switched the position of the two middle terms.\n48x^2y+20xy+20xz+5z\n4xy(12x+5)+5z(4x+1)
1110094
8h/(h^2-49) + (h+1)/(7-h)\n\n= 8h/(h+7)(h-7) -(h+1)/(h-7)\n\n= (8h - (h+1)*(h+7) )/(h-7)*(h+7)\n\n= 8h - h^2-8h-7/(h^2-49)\n\n= -(h^2+7)/(h^2-49)\n\nYou sure you got a 94 on that test ???????????????
618786
see this 4^5$32@* ghh4$)--==Y7^6hnyntt%5$$%%44557 b7B7g77&765&yY\nis = to none, now happy
804567
Start out with h(t)= -16t^2 + 96t = 5,\nthen you factor out the 16\nand get h(t) = -16( t^2 + 6t ) = 5,\nthen you factor out the t\nand get h(t) = -16t (t+6) = 5\n\nFinal answer: h(t) = -16t (t+6) = 5
901612
First, you have to distribute the 3 into the 4m and the -6, giving you 12m-18=12. Then, add 18 to each side, giving you 12m=30. Last, divide each side by 12, giving you m=2.5
8473
7t+15 > 3t-13\n4t > -28\nt > -7
669578
I have corrected the expression. Well here I redo the factorization\n\nThe given expresion \n= 12x^3+60x^2y+75xy^2\n= 3x(4x^2+20xy+25y^2)\n= 3x[(2x)^2+2(2x)(5y)+(5y)^2]\n= 3x(2x+5y)^2
847016
h=xtan37\nxtan37/x+300=htan20\ntan37+300=htan20\nh=(300+tan37)/tan20\n=300+0.754/0.364\n=300.754/0.364\n=1247\nx=h/tan37\n=493