wat is the answer? 110.0111+101.0010?
140175
simple binary addition\n 110.0111\n+101.0010\n--------\n1011.1001
757107
10.7%\n\n(1030 - 920) / 1030 = 0.107
1184383
put the number of the decimal over a 1 with the number of digits in the decimal number following it\n\nExamples\n0.1 = 1/10\n0.11 = 11/100\n.123 = 123/1000
387910
1.010101...sq. mi. in 640 ac\n\ndon't understand second part
932758
4.4.........the zeros cancel themselves otherwise the answer would be 8 but because of decimal point locations, its just 4.4.....\n\n\nhow did u come up with the answer?
665207
12.8 & -0.15\n\nEach multiplied by (1/41) gives\n0.312195122 & -0.003658536
985860
.01\n\nDon't pay attention to the rest, they're idiots, this is 100 "ten-thousandths."\n\n100 divided by 10,000 = .01\n(Some middle-school or highschool teachers want you to write it all the way out to the thousandth spot, which is dumb, but if they do your answer should look like .010)\n\n\n-----\n\nUnless you're talking about 110 "thousandths"\nIf so, than:\n\n110 divided by 1,000 - .11
614610
Just subtract 27624824 from both sides, leaving the answer as 7497211600
1162372
120\nx.25\n------\n3000\n\n~~move decemal point over two places so the answer is 30.00 or can be written 30~~
683869
0.01 is already decimal..\nif you want 0.01%, it should be 0.01/100=0.0001
992444
38822.06\n\nDon't forget the significant figures.
158215
220\n        /   &#92;\n       2    110\n           /   &#92;\n          2    55\n              /  &#92;\n             5    11\n\nI believe this is how you do it. Hope this helps. \n- www.memeluke.tk
85625
(A) 1000 (B) 1011 (C) 11011011 (D)11001110 \n\nA \n\nIf you translate each group of 4 from binary to decimal you get\n1000 = 8\n1011 = 11\n1100 = 12\n1110 = 14\n\nSince binary coded decimals represent the decimal digits 0-9 the only one that can be correct is (A) 1000
73101
1+5+10+25+50+100\n\n$1.91
1095736
T=.00139x^2+.0304x=1.25 \n\nmaybe you meant\n\nT=.00139x^2+.0304x-1.25 \nor\nT=.00139x^2+.0304x+1.25 \n\n?????
80562
Relatively easy way\n\n0.008895478\n0.012222453\n\nmultiply both by 100 (ie, move decimal point two spaces to the right):\n\n0.8895478\n1.2222453\n\nObviously first one is less.
112055
Given an IP address A.B.C.D, the decimal form is:\nD + 256*C + 256*256*B + 256*256*256*A .