what is the bar notation for 0.77777777...?
86803
0.77(with a little horizontal line right above the last 7)
665207
12.8 & -0.15\n\nEach multiplied by (1/41) gives\n0.312195122 & -0.003658536
951454
it is 178 * 177 !\n\nthis can always be computed.
21810
-0.90040404429783994512047720388537
1159013
How does this work?  Is it okay to have a decimal in the middle?\n\nType 1   (Screen says 1)\n/ 3          (Screen says 0.3333333)\nx 3         (Screen says 0.9999999)\n+ 9        (Screen says 9.9999999)\n\n- Jack
507722
1.7724538509055160272981674833411
1086570
Presuming you are counting by thousands:\n\nM=1000\nV with a bar/horizontal line over it = 5000\nX with a bar/horizontal line  over it = 10000\n\nSo\n3,000 = MMM\n4,000 = MV with a bar over it \n5,000 = V with a bar over it \n6,000 = V with a bar over it M\n7,000 = V with a bar over it MM\n8,000 = V with a bar over it MMM\n9,000 = MX with a bar over it \n10,000 = X with a bar over it
555506
1.54 x 10^7\n\njust ignore the brackets since everything is multiplication.\nmultiply 77 x .02 = 1.54\nand add exponents becuase its multiplication 4+3 = 7\n\ntherefore 1.54x10^7
729367
I'm not sure if you mean decimal or just number\nif it is decimal then it would be:\n\n7.420\n\nif just number then: 7420
734849
x+78 [greater than or equal to] 120\nx [greater than or equal to] 120-78\nx [greater than or equal to] 42
479514
It printed this for me 0♦8\n\nHope this Helps.\nGood Luck!!!
1099552
x' € S - {x}\nworks fine...\n( replace the € by the usual "is an element of" symbol )
605811
As Lauren said, it's 1/x.\n\nMemorize this. It will be very useful.
742231
I don't understand "readability" either, but I could point out that I would replace "to the power of " with the uppercase character on your 6 key, the "^". So 4.06 x 10^5 is the way I'd do it.
886281
I GOT THIS ANSWER!! When you write it as a roman numeral!!
535427
To do this, you have to do sin^-1 * decimal. Because Yahoo Answers only displays up to .0145, I'll do sin^-1 * .0145, which would be about 0.8308
16717
might not be accurate but:\nJL-327