What is 10.121212........ as a fraction?
822394
Your question is 10.12 with recurring on 12 to be converted into fraction.\nFirst of all let us find the numerator of the fraction.Write the number as it is.Then subtract from it the number that hs no recurring deciml.Therfore,the numertor here is 1012-10=1002.\nNow to find the denominator.Put as many 9 as there are recurring decimal/s.Then put as many zero/es as there is aftr the point not having the recurring decimal(in this example,hopefully there is none).So the denominator in this problem would be 99.\nSo the fraction would be 1002/99 [you may reduce it if you like] to 334/33
914985
= 12.543 (3 decimal places)
941693
it's easy of means multiply something the .7  is in precent and u have to convert it into a decimal by moving the decimal point 2 spaces to the left. the answer to the problem is.9093. I think u are missing some infor u probably want a fraction like is/for = %/whole I can't do that because u have not provide me with details.
502063
Other posters have the right method, but wrong answers:\n\nThe answer is 12.15352% (not 12.54%, I think they lost a digit)\n\n12153.52 / 100000 = 0.1215352\n\nConverting a decimal into a percentage is just multiplying it by 100(%).  This is also just moving the decimal to the right 2 places.\n\nSo the answer is 12.15352%\nYou can round this to 12.15% or 12.2% depending on the level of precision required.
1116253
just divide both sides by 0.015...\n\nand you will get...\n\n566.66 \n\nwith a repeating six.
798034
Yes, it is a fraction question.  Sorry, I'd love to help, but it is 8:23.
934160
625/81\n\n(7.716049382..)
981364
Gopal has the correct answer! \n\nSo... becareful with some other results... and... never use:\n0.833 instead of 5/6... it's a mistake!\n\nFinished Algebra with 19!
389904
Multiply 12.75 by a conversion factor of 2.54 for an approximation.  It's a little over 32
832646
I'm sorry, but how could you not know this?\nThis is basic elementary math and if you don't know how to round you are in trouble.\nIt's 0.1 by the way
399215
1.7724538639975935915249284618892
347191
try typing "10.5 times 10.5 times pi" into google.\n\nYou get \n\n10.5 times 10.5 times pi = 346.36059
209416
Your question (.64 2/3=97/120, 97/130, 98/130, 99/14) doesn't make sense. You'll have to restate your question more clearly than that to expect to obtain an answer!
139672
Change 1/2 to a decimal and add it to 11.\n\nChange 1/5 to a decimal and add it to 2.\n\nSubtract the second decimal number from the first.
677314
To do this, you do (2/3) / (1/5). You must flip the denomiator fraction over and change the operation to multiplication. So... that would be (2/3) * (5/1) which would be 10/3.
97477
76063 in decimal\n0x1291F in Hexadecimal\n1001 0100 1000 11111 in binary
463114
When in doubt put the decimal over 10, multiply the top and bottom by 100, and then reduce. In this case it's clear that fraction is 9/10ths.