if t+8=-12,what is the value of t +1?
916037
We'll solve this in steps, to make it easier.\n\nt + 8 = -12\n\nSubtract 8 from both sides\nt=-20\n\nWe now know the value of t.  To find t+1, add 1 to the value of t.  This is the answer we are looking for.\nt+1=-20+1\nt+1=-19\n\n\n-19 is the answer.  Hope this helps.
251382
not sure this will be right but at least I'll get 2 points.\n8*8=64+8*8=64*8=1024-8-8-8=1000\n8*8=64\n64+64=128\n128*8=1024\n1024-8-8-8=1000
734103
6t+15t-12=24t-60\n21t-24t=-60+12\n-3t=-48\nt=16\n\n\n18x-2=99-21+28x\n18x-28x=99+2-21\n-10x=80\nx=-8
235841
A(8) = 1/2 (-3)* 8 -1 = -12-1=-13
96233
+5,+12, -5, -12, +3.3
848441
If you are solving for t and if the problem is supposed to be\n 0=16*(t^2)+80t, then t = 0 and/or -5. If the problem is supposed to be 0=(16t)^2+80t, then t = 0 and/or -5/16. To solve the problem, you just factor out a t, which implies that t is equal to zero, then set the rest of it equal to zero and solve for t.
846663
(x+3)(x-1)\n\n x= -3\nx=1
904430
(T-12)/(T-5) - (T-11)/(5-T) = (T-12)/(T-5) + (T-11)/(T-5) = (2T-23)/(T-5)\n\nPerhaps you would consider this simplified further as:\n\n2 - 13/(T-5)
113395
8 = 2*2*2\n12 = 2*2*3\n52 = 2*2*13\n\nSo it's 2*2 = 4
821433
$13212 = $(12000 + 1200 + 12)
206636
for (i=1,t=1,cosx=1;i<=n;++i)\n{\n  t=(-1)*(t*x*x)/((2*i)*(2*i-1);\n  cosx += t;\n}
156633
the value you need is 12*12-4*9*16 = 144-576 = -432\n\nBecause it is negative, the equation has NO real solutions.
959583
=1200*0.1*3/12+(1200)\n1230
876835
8m = 5m + 12\n8m - 5m = 12\n3m = 12\nm = 12/3\nm = 4
895527
2x^2-8x+3x-12\n2x(x-4)+3(x-4)\n2x+3 = 0 or x-4= 0\nx = -3/2 or x = 4\n\n2x^2+10x-72\n2x^2+18x-8x-72\n2x(x+9)-8(x+9)\nx = 4 or x = -9\n\nx^2+6x-x-6\nx-1 = 0 or x+6 = 0\nx = 1 or x = -6
859504
(x-7)(x-5)\nso x= +7, or +5
929375
simplify\n-12x -8 = 18x - 18\nadd 12x to both sides\n-12x +12x -8 = 18x +12x - 18\n-8 = 30x -18\nnow add 18 to both sides\n-8 + 18 = 30x - 18 + 18\n10 = 30x\ndivide both sides by 30 \nx = 1/3