Percents and fractions?
919176
116 and 2/3%\nfirst make this a mixed number percent by multiplying 116 by 3 and adding it to the 2\n\n(348+2)/3% = 350/3%\n\nThen this number must be changed from a percent to an actual number.  This is done by dividing the numerator by 100.\n\n3.5/3\n\nNow, you must multiply this fraction by a variation of one (2/2) to remove the decimals.\n\n3.5/3 * 2/2 = 7/6\n\nAnd that's your answer! 7/6 (or 1 and 1/6)
85405
It is a number x 100. A percentage is a way of expressing a proportion, a ratio or a fraction as a whole number, by using 100 as the denominator. A number such as "45%" ("45 percent" or "45 per cent") is shorthand for the fraction 45/100 or 0.45.
494625
Percentage means "what part"?\n\nIt's like- you cut half a cake, what part are you having?\nYou'll say 1/2 part or 50/100 or 50%\n\nNow look at the 1st answer how it works out.
735742
To convert a decimal into a percent, move the decimal point two places to the right and add the % sign. If there are fewer than two places to the right of the decimal, add zeros at the end of the number after the decimal point. For example, 0.986 = 98.6% and 1.8 = 1.80 = 180%. \n\nTo convert a percent into a decimal, move the decimal point 2 places to the left and drop the percent sign. 36% becomes 0.36, and 145% becomes 1.45. If the number in front of the percent has fewer than two places in front of the decimal, add zeros to the left of the number, and then move the decimal place. For example, 5% = 05% = 0.05 and 1.78% = 01.78% = 0.0178.
430395
There are three types of percent problems.\n\nOne is finding the number that is a certain percent of a given number:\n\nWhat number is 25% of 80? Answer 20 (80 x .25)\n\nYou do those by multiplying the number by the percent and remembering that 25% is the same as .25 (or the fraction 1/4)\n\n\nThe second is when you have two numbers and you want compare them by saying one of the numbers is a certain percent of the other:\n\nWhat percent of 25 is 5? Answer 20% (5/25 = .20 = 20%)\nWhat percent of 5 is 25? Answer 500% (25/5 = 5.00 = 500%)\n\nYou do those by dividing the "is" number by the "of" number. \n\nThe third type of percent problem asks you what number a given number is a percent of:\n\n15 is 25% of what number? Answer 60 (15/.25)\n225 is 150% of what number? Answer 150 (225/1.5)\n\nTo find the answer to these, you divide the given number by the percentage, which is usually easier if you convert it to its decimal form.\n\nRemember, in all these problems, percentages can represent part of a whole or something more than the whole. If this year you made only a quarter of what you did last year, this year's income is 25% of last year's and your income has dropped by 75%. (The 25% and 75% add up to 100% of last year's income.) If you make twice as much this year as last year, your income has increased by 100% and you have made 200% of last year's income. (The 100% from last year plus the 100% gain add up to 200%.)\n\nAn interesting discussion of a method one teacher used to teach these concepts is at the website referenced below. Hope this helps.
776823
What you do to solve all of these is you multiply by the percent. You can use a thing called DOOP. D=decimal, and P=percent OO= the two spaces to move. So to change from percent to decimal, use doop and move the decimal point back two spaces. Then you have a decimal, then times is by the number i will ONLY do the first five for you, and then you have to try the rest on your own. For the other types, make it into a fraction, then a decimal, then convert to percent!! (DOOP)\n1. 19\n2. 36%\n3. 92\n4. 88%\n5. 46.66666(repeated) %\n2.
561118
A percent is a hundredth of something, so 12% of something is 0.12 times something. To find 12% of 30, multiply 30 × 0.12 with a calculator. You'll wind up with 3.6.\n\nHope this helps.
895434
put that percent over 100\nex: 5%=5/100\npercent always means out of 100\nyou can also change that fration into a decimal by dividing the numerator by the denominator\nex: 5/100= 0.05\nand you can change the percent into a decimal by moving the understood decimal point to the left twice or dividing the decimal by 100. either way its the same thing\n5%=5.00%=0.05
904804
1 = 100%\n2/3 = 0.6666666... = 66.6666.. %\nso,\n1-2/3 = 166.66666...%\n\nHope this helps!
479004
When you change a decimal to a percent you can do 2 things you can take the decimal point and move it 2 places to the right OR you can multiply it by 100\nTo change a percent to a decimal you do the opposite.  You can take decimal and move it 2 places to the left or divide the number by 100
715760
Ok to change a decimal into a percentage just move the decimal over 2 spaces. In example .58 is 58% and .03 is 3%. Now it has been a while since school for me but if a mixed number is 1 3/4 or something to that extent you take the bottom of the fraction multiply it by the whole number and add the top number of the fraction. So 1 3/4 is equal to 7/4. To make that a percentage divide the top number by the bottom number which makes it 175%. I could be way off for your mixed numbers, but it has been awhile. Hope I could help a little!!
167644
Divide it using decimals then multply the decimal by 100 and that will be your percent\n\nIs it just me or did someone else use this same exact answer below.  seriously people use your own imaginations and brains.
119757
To convert a percent to a decimal all you do is move the decimal point two places to the left. For example:\n15%=.15\n(the decimal point was at the end of 15 and it was moved 2 places to the left)\n\n1.)27%=0.27\n2.)70%=0.70 \n3.)6%=0.06\n 4.)1%=0.01\n 5.) 18.5%=0.185\n 6.)2.2%=0.022\n 7.)15 1/2%=15.5%=0.155\n8.)30 1/4%=30.25%=0.3025
843645
2% divided by 100% (2% / 100%)\n\nthe % signs cancel out because they are found on both the demoninator and the numerator, so you get:\n\n2 divided by 100 (2 / 100)\n\nwhich equals 0.02, not 2%, not 0.02%
502147
they are all just different ways of writing portions of a whole\n\n1/2     .5        50%\n1/3     .33      33%\n1/4     .25      25%\n1/5     .2        20%
905513
Although your question is a bit broad, I have the following general rules about percents/percentages for you:\n\n1.  Think of "percent" meaning literally "per 100".  If I ask "What percent of 300 is 15?" ... you can visualize 300 as "three 100's" and then realize that 15 is "three 5's" ... so the answer turns out to be "5 percent" or 5%.\n (Most people today don't think this way, I do.)\n\n2.  The % sign after a number means "percent", and has the same effect as moving the number's decimal TWO PLACES TO THE LEFT.  4% means 0.04\nAnother example:  15.2% means 0.152\n\n3.  Whenever a percent problem contains the word "of" you can often replace it with "times".  Likewise, the word "is" or "makes" often means "=".  The word "what" means 'x' or the unknown in the problem.\n\n Example:  "20 is what percent of 25?"\n\n  Mathematically, this suggests:\n\n                 20 = N * 25\n\nNow, you just divide by 25 to isolate the N:\n\n            20/25 = N\n              0.80 = N\n\nMove the decimal two places TO THE RIGHT to convert 0.80 into percentage:  N = 80%\n\n\nHope this helps!
1133427
2:3 - ratio\n66.67% - percent\n0.6667 - decimal