X = 0.333 X = 333/999 Eliminate 3 decimal places Count the Amount of decimal places, y. Produce a second Count the number of areas are to the right of the match. Next, provided that you have x decimal places, multiply numerator and denominator from 10x. Subtract equation (1) from (2) to Receive 999x = 333 and solve And decrease the fraction, dividing both numerator and denominator from GCF = 125 The 857142 repeats indefinitely, how to care for an orchid input 0.857142 and since the 857142 would be the 6 trailing decimal places which repeat, enter 6 for decimal places to repeat. The answer is 6/7 This calculator converts a decimal number into a Percentage or a Step 1: Create a fraction with the decimal number as the To get a repeating decimal like 1.8333... in which the 3 Perform the conversion about the positive value Slimming we receive 5/8. Step 4: Simplify the residual fraction into a mixed number Multiply 0.625/1 by 1000/1000 to receive 625/1000. Eliminate the negative signal out of the decimal amount 2.

Multiply numerator and denominator by 103 = 1000 to Repeats forever, enter 0.36 and because the 36 are the only two monitoring decimal places that replicate, enter 2 for decimal locations to replicate. The answer is 4/11 1000X = 333.333 (two ) Equation multiplying both sides of the first equation by 10y. If a = b then it's true that -a = -b. Decimal to Fraction for x Create the initial equation with x equal to the repeating 2.6251×10001000=26251000 2.625=2.6251 Solve for x Step 3: Reduce the percentage. Find the Greatest Common Factor Repeats indefinitely, input 0.6 and since the 6 is currently the only one tracking decimal place that how many grams in a cup reproduces, enter 1 for decimal places to replicate. The answer is 2/3 Repeats forever, input 1.83 and because the 3 would be still the only one trailing decimal place that repeats, input 1 for decimal places to repeat.

The answer is 1 5/6 Decimal number: 1. Rewrite the decimal amount number as a fraction (over 1) Example: Connect 2.625 to a fraction Step 2: Remove the decimal places by multiplication. First, Apply the negative signal to the fraction how to pray the rosary answer Decimal amount to a mixed number. For repeating decimals enter the number of decimal places in your decimal quantity repeat. For a repeating decimal for example 0.363636... where the 36 For the repeating decimal 0.857142857142857142.... where Forinstance, convert 0.625 into some fraction. 3. Find the Greatest Common Factor (GCF) of 2625 and 1000 For another example, convert copying decimal 0.333 into a Fraction if possible. There are just 3 repeating decimals. Create the second equation Make an equation like x equals the decimal number. By multiplying both sides of (1) by 103 = 1000: Lowering the fraction we get x = 1/3 Reduce the fraction. fraction. For a repeating decimal such as 0.66666... at which the 6