What is a quarter as decimal??
354488
To convert a fraction to decimal using a calculator, its just the top number (numberator) divided by the bottom number (denominator).\n\n1 ÷ 4 = 0.25\n\nTo convert it without a calculator, you can use equilavent fractions, which works for some easy denominators. Just change the denominator to a power of 10 (10,100,1000,...) by multiplying the top and bottom by the same amount, which keeps the same value of the fraction.\n\n1/4 = 1*25 / 4*25 = 25/100 = 25 hundredths\n\n25 hundredths ends in the hundredths column, so 0.25\n(thats the same as 2 tenths and 5 hundredths)\n\nYou can also work out any fraction into a decimal using long division, just proceed past the decimal as normal, putting in extra 0's\n\n1 ÷ 4 = 4 into 1 = 4 into 1.00\n\n4 ) 1.00\n\n4 into 1 goes 0 remainder 1\n4 into 10 goes 2 remainder 2\n4 into 20 goes 5\n\n0.25, keeping the decimal point in the same place\n\nThis always works, although you will need to decide when to stop for a repeating decimal such as 1/3\n\n3 ) 1.0000...\n\n3 into 1 goes 0 remainder 1\n3 into 10 goes 3 remainder 1\n3 into 10 goes 3 remainder 1\n3 into 10 goes 3 remainder 1\n3 into 10 goes 3 remainder 1\n.\n.\n.\n\n1/3 = 0.33333...
737546
4.2\n\nto figure out a number as a decimal, you just move the decimal two spaces to the left. so think of 420 as 420.00, then move the decimal two spaces to the left and you've got 4.2
656748
1 cent.\n\nOBTW US coinage does not include "pennies".  They are "cents".
323492
Different states and towns have their own laws about that. Most places it's like 7 decimals. But you should check with your local city hall to find out exactly. Good luck!
929129
Hi. 0.754 x 1.0 would be obvious.  0.754 x .1 would involve moving the decimal point one place to the left.  0.754 x 0.8 would involve solving for the last value and adding 8 times.
735151
Divide top number of the fraction by the bottom number \n(1/4 = divide 1 by 4 = 0.25) That is fraction to decimal. \nTo get percentage just multiply by 100. \nSo the 0.25 becomes 25, or 25%\n\n: - )
860023
So, to convert from decimal to percentage, just multiply the decimal by 100, but remember to put the "%" sign so people know it is per 100.\n\nThe easiest way to multiply by 100 is to move the decimal point 2 places to the right:
758942
If I am intepretting your question correctly, you want 1 and 1/5 in a percentage.  I think we just simply convert 1 1/5 to a decimal value.  That would be 6/5ths or 1.2 * 100 or 120.\n\nHope that answers the question.
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
707168
A quart is a quarter ( 1/4) of a gallon.\nSo, there are four quarts in a gallon.\nJust as there are 4 quarters in a dollar.
801304
x = dimes\n2x = nickels\n2x-3 = quarters\n\nNow multiply in the values of the coins:\n\n.10(x) for dimes               .10x\n.05(2x) for nickels            .10x\n.25(2x-3) for quarters       .50x-.75\n\nall of which sums to 2.05.\n\nMultiply everything by 100 to get rid of the pesky decimals and you get to:\n\n10x + 10x + 50x - 75 = 205\n\n70x = 280\n\nx = 4\n\nSO.....\n\nThere are 4 dimes for 40 cents\nthere are 8 nickels for 40 cents\nand there are 5 quarters for 1.25\n\nFor a grand total of 2.05.\n\nHappy happy!!
290726
Simply multiply by 100.\n\nThe reason for this is simple.  We interpret percent as 1/100 so if we want to convert a fraction a/b to percent we have the following:\n\nc % = a/b ==> c * 1/100 = a/b ==> c = 100 * (a/b)\n\nYou may also want to convert a/b to decimal.  Although this is not essential.
437791
0.024 = 24 thousandths \n1.35 is 1.3479 rounded to the nearest cent
873965
% means divided by 100 so you just move the decimal 2 places to the left & drop the % sign\n7.8%=.078
522822
There is not much that can be done to figure out how to write .255 as a fraction, except to literally use what the decimal portion of your number, the .255, means.\n\nSince there are 3 digits in 255, the very last digit is the "1000th" decimal place.\n\nSo we can just say that .255 is the same as 255/1000.\n\nThe fraction is not reduced to lowest terms. We can reduce this fraction to lowest\nterms by dividing both the numerator and denominator by 5.\n\nWhy divide by 5? 5 is the Greatest Common Divisor (GCD)\nor Greatest Common Factor (GCF) of the numbers 255 and 1000.\nSo, this fraction reduced to lowest terms is\n\nSo your final answer is: .255 can be written as the fraction 51/200
719127
Well you got a quarter and a nickel.  Because one of the coins is not a nickel, it is a quarter.  So the other one is a nickel.  Hehehe.... Good one.
769075
Percentages refer to fractions of a whole; that is, whatever you're looking at, the percentage is how much of the whole thing you have. For instance, "50%" means " 1/2 "; "25%" means " 1/4 "; "40%" means " 2/5 "; et cetera.\n\nOften you will need to figure out what percentage of something another thing is. For instance, if a class has 26 students, and 14 are female, what percentage of the students are female?  It is 14 out of 26, or 14/26 = 0.538461538462..., or about 54%. (For more information on percent word problems, look at the Percent of lesson.)\n\n"Percent" is actually "per cent", meaning "out of a hundred". (I think it's Latin.) You can use this fact, along with the fact that fractions mean division, to convert between fractions, percents, and decimals.\n\nPercent to Decimal\n\nPercent-to-decimal conversions are easy; you mostly just move the decimal point two places. The way I keep it straight is to remember that 50%, or one-half, of a dollar is $0.50. In other words, you have to move the decimal point two places to the left when you convert from a percent (50%) to a decimal (0.50). Some more examples are:\n\n      27% = 0.27\n      104% = 1.04\n      0.5% = 0.005\n\nPercent to Fraction\n\nPercent-to-fraction conversions aren't too bad. This is where you use the fact that "percent" means "out of a hundred". Convert the percent to a decimal, and then to a fraction. For instance:\nread more here --> http://www.purplemath.com/modules/percents.htm