Guide :

IF I HAVE 268 APPLES AND 59 ARE BAD WHAT IS THE PERCENTAGE OF GOOD APPLES

PERCENTAGE FROM 268 TO 59

Research, Knowledge and Information :


Introduction to Percentages - Math is Fun


Percentages (%) When we say "Percent ... Example: if only 10 of the 200 apples are bad, ... So 10 percent of 50 apples is 5 apples: the 5 apples is the percentage.
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Good Apples, Bad Apples: Sorting Among Chinese Companies ...


Good Apples, Bad Apples: Sorting Among Chinese Companies Traded ... The really remarkable fact is that not only bad apples but also good apples that have ... −0.268 ...
Read More At : link.springer.com...

Your Apples Are A Year Old | Food Renegade


We use a root cellar and when we have a good harvest of ... 59 am. I live in an area ... storage apples are not inherently bad, many have been bred to be stored ...
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Apple - Pink Lady - tasting notes, identification, reviews


As I mentioned earlier there have been a few bad apples ... but there was a sticker on these apples that said "Cripps Pink ... She claims the Cripps Pink is not as good.
Read More At : www.orangepippin.com...

Bad Apples Performance - 2017-07-12 - Google Groups


Performance of “Bad Apples” algorithm by trade duration ... 59%: 3: 3.1%: 262%: 1,221%: 76%: 2 ... From our perspective “Bad Apples” are not good buy ...
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Adam's Apples (2007) - Rotten Tomatoes


It represents the percentage of ... Good and evil collide with interesting results in Adam's Apples, ... [font=Century Gothic]The bad news about "Adam's Apples" is ...
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Soft & Chewy Spiced Apple Rings Recipe - Oh My Veggies


Chewy is never not good! Yes, I said never not! Apple rings and chips are ... Soft & Chewy Spiced Apple Rings. ... Oh My Veggies would receive a small percentage of ...
Read More At : ohmyveggies.com...

Pears


... the combination of apples/pears showed the most consistent ... The color of good quality pears may not be uniform as some may feature ... 2007, Pages 268 ...
Read More At : www.whfoods.com...

Five Reasons to Eat Organic Apples: Pesticides, Healthy ...


Apr 22, 2012 · There are good reasons to eat ... apples. Reason #1: The ... a chemical linked to lowered IQ and higher incidence of ADHD in children is also still sprayed ...
Read More At : www.forbes.com...

Suggested Questions And Answer :


what percentage is 15773 of 28263

if i have 100 apples and 2 are bad. What is the percentage good?
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IF I HAVE 268 APPLES AND 59 ARE BAD WHAT IS THE PERCENTAGE OF GOOD APPLES

good=268-59=209 209/268=0.779850746 =77.9650746% or bout 78%
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I am ranked 90 in a class of 500. What is my percentage?

???????????????? "persentage" ?????????????????... grade av 3.8 outa 4.0 look very good tu me...shood be sinch tu get in kolleej... 90 outa 500 meen in top 18%...shood be very good...
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what was the ratio be if I had to apples three of them were good and seven were bad? u bad

3+7=10 appels . . . 3 outa 10 good=3/10 or 0.3 or 30%
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what was the ratio be if I had to apples three of them were good and seven were bad? u bad

3+7=10 . . . 3 outa 10=0.3=30% . . . 7 outa 10=0.7=70%
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if 96 records are audited,and there are 3 errors, what is the percent correctly done?

??????????????? "korrektially" ???????????????? the reel werd is RITE 96 numbers & 3 R bad num good=93  (num rite) 93/96 =0.96875 =96.9% or 97%
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18x-5=3(6x-2)

18x-5 = 3(6x-2) 18x-5 =18x -6 (18x -18x)=5-6 0=-1 NO GO...NO GOOD...RONG...BAD
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A company receives an order to produce 150 customized Widgets of which 2%on average happen to be faulty.

(a) The probability of one widget being good is 0.98. For all to be good this must happen 150 times, so the overall probability of good widgets is 0.98^150=0.048296 approximately or 4.83%. (b) 98 out of 100 widgets on average should be good, so that's 147 out of 150. (c) 0.98x=150 where x is the number of widgets needed to produce on average 150 good ones. So x=150/0.98=153 approx. (d) We need no more than 3 faulty widgets in a batch of 153. (0.98+0.02)^153=1 gives the total distribution of good and bad widgets. If we expand the first four terms we get: 1st term: 153 good, (0.045456) 2nd term: 152 good, 1 bad, (0.141934) 3rd term: 151 good, 2 bad, (0.220142) 4th term: 150 good, 3 bad. (0.224634) Adding these gives us the probability of at least 150 good widgets. The total comes to 63.37% approx. If we start with 154 widgets and sum the first 5 terms of the expansion the probability of 150 good widgets rises to 80.33%.  
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find the number she gave to each friend

Hi there, your question is a bit unclear, so I'm going to rewrite it as follows. A witch decided to visit three friends and carried 7 apples. She has to cross a river before getting to each of the friends. So as she crosses the first river the apples double in the basket. She then gives so many apples to the first friend. She continues the journey and crosses the second river, the number of apples doubles again and and she give the same number to the second friend. She cross a river for the third time and the apples double and she gave the same number again to the third friend. There are no apples left. How many apples did she give to each friend. Let X be the number of apples she gave to each friend. 1st crossing 7    -->   14 - X  (i.e. 7 apples become 14 apples and have X apples taken away) 2nd crossing 14 - X    -->   2(14 - X) - X       (i.e. (14 - X) apples become 2(14 - X)  apples and have X apples taken away) 3rd crossing 2(14 - X) - X    -->   2(2(14 - X) - X) - X       (i.e. 2(14 - X) - X apples become 2(2(14 - X) - X)  apples and have X apples taken away) 2(2(14 - X) - X) - X  ​is number of apples left after 3 crossings. i.e. 2(2(14 - X) - X) - X  = 0 2(28 - 3X) - X = 0 56 - 7X = 0 7X = 56 X = 8 Answer: witch gives each friend 8 apples
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Can you simplify it step by step as well

Answered earlier: 26r-2=3r^2. We need to put this into standard form. The standard quadratic form is ax^2+bx+c=0, where x is the unknown and a, b and c are numbers. The unknown is r in this problem, rather than x, so let's put the equation into quadratic form: 3r^2-26r+2=0. How did I get this? Subtract 26r from each side: -2=3r^2-26r. Now, add 2 to each side: 0=3r^2-26r+2, which is the same as 3r^2-26r+2=0. (There's no mystery here. The equals sign shows us that we have equality of quantity. If, for example, an apple cost 30 cents or pennies, then 30 cents will buy an apple, so we can say apple=30 or 30=apple.) This equation doesn't factorise, so we need the formula to solve it: r=(26+sqrt(26^2-4*3*2))/6 (this is the quadratic formula x=(-b+sqrt(b^2-4ac))/2a. All I've done is put b=-26, a=3 and c=2 into the formula. The plus-or-minus sign (+) means there are two answers, one using plus and the other using minus.) So r=(26+sqrt(676-24))/6=(26+sqrt(652))/6=8.589 or 0.0776. Because b=-26, -b=26: that's why the minus has disappeared. I hope the extra info helps you to understand.
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