Two: recurring and non-recurring. Note that recurrence may not start straight away.
For example, 257/700 = 0.36714285... where the first to digits after the decimal point are not part of the recurring sequence.
0.5
First of all, this question is not clear. How can you have a terminating but repeating fraction? Unless you mean a fraction like 0.234234 that ends but has a pattern. In that case, see Scenario 1.Scenario 1For terminating decimals, simply rewrite the decimal as a fraction with a denominator of a multiple of ten (for example, 0.313 => 313/1000) and simplify it as much as possible.Scenario 2For repeating decimals, the process is a lot more complicated.First, figure out the pattern in the repeating decimal. Then write only the first part of the decimal with at least two repetitions of the pattern (for example, 0.123123...) and place ... to signify that the pattern continues.I will use the decimal number 0.123123... as an example.Then make one "chunk" of the pattern appear before the decimal point, as in 123.123... Note what power of ten you used to make the decimal number into the number with the "chunk" before the point. In this example it is 1,000 (0.123123... x 1000 = 123.123...)Then write that power of ten before n, the fraction you are solving for, and then just plain n with its value:1000n = 123.123...n = 0.123123...Then subtract the values. The answer in this case is 999n = 122.Then get n alone (in this example, divide both sides by 99) and you're all set!
11.90%:= 0.119 in decimal= 119/1000 in fraction
106% = 13/50 OR 1.06
18.5% is equal to 0.185 in decimal or 185/1000 in fraction
0.5
First of all, this question is not clear. How can you have a terminating but repeating fraction? Unless you mean a fraction like 0.234234 that ends but has a pattern. In that case, see Scenario 1.Scenario 1For terminating decimals, simply rewrite the decimal as a fraction with a denominator of a multiple of ten (for example, 0.313 => 313/1000) and simplify it as much as possible.Scenario 2For repeating decimals, the process is a lot more complicated.First, figure out the pattern in the repeating decimal. Then write only the first part of the decimal with at least two repetitions of the pattern (for example, 0.123123...) and place ... to signify that the pattern continues.I will use the decimal number 0.123123... as an example.Then make one "chunk" of the pattern appear before the decimal point, as in 123.123... Note what power of ten you used to make the decimal number into the number with the "chunk" before the point. In this example it is 1,000 (0.123123... x 1000 = 123.123...)Then write that power of ten before n, the fraction you are solving for, and then just plain n with its value:1000n = 123.123...n = 0.123123...Then subtract the values. The answer in this case is 999n = 122.Then get n alone (in this example, divide both sides by 99) and you're all set!
0.175
1.2%= 0.012 in decimal= 12/1000 or 3/250 in fraction
63%= 0.63 in decimal= 63/100 in fraction
11.90%:= 0.119 in decimal= 119/1000 in fraction
106% = 13/50 OR 1.06
1/7 (the fraction) then it's 0.142857, and the 142857 in the fraction part repeats forever.
im not sure about decimal fraction but say you have 120% as a vulgar fraction it is 120/100 or 6/5 yes, yes indeen i think i am right. Thank you very much for reading. x;) x
1.84% is equal to 0.0184 in decimal or 184/100 in fraction
7 percent = 0.07 in decimal or 7/200 in fraction
18.5% is equal to 0.185 in decimal or 185/1000 in fraction