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hmmmm thanks
thanks man...:)
That make sense, thabk you
Thanks, I got it correct but for the wrong reasons. I had forgotten that percentages are fractions.
100% does not necessarily = "1". We can have any number of something, and that same of number is 100% of whatever it is. If we have 100 times that original amount, in this case 100**2, then we have 10,000%. Maybe it's semantics, but I disagree with this answer.
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Although 100 100 is greater than 10,000, obviously. So I misspoke. But if it were (100%) 2, the same concept would apply.
What about (1000%)² ,is it similar too as it is?
If you have $1, then 100% of $1 is $1. So you have 1. Now, 1 2 is still 1. Since 100% is 1, the answer is still 100%
what if u have 2$?
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2 would be 200%. 100% is always 1. 200%^2 = 2^2 = 4 = 400%
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1 is not the value of the 100% in this case. Let's take for example if 1x=100%, then 2x=200% x could be any value. If x= 1$ then 1$=100%, and if x=2$, then 2$ would still be 100%. It doesn't really matter what is the value of x
You cannot have more than 100%. You could say 2 was 2 times 1, or 2^2 is 4 times one, but there is no such thing as 200%
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@Logan Gaastra – suppose price of a ball was 2$. but now due to price hike of raw material, price of the ball got revised to 6$. what is the %hike in price of ball.
Answer is 200%. so there exists something like 200%.
What if it is 2$?? ;-)
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100% of 100% of something is 100%
x%=(x/100) so (200%)^2 =(200/100)X(200/100)=4=400%
$2 = 100% = 1 (no units)
1^2 = 1 = 100% = $2.
Notice that 1 is not in $, but rather just an integer to represent 100% in decimal form.
Yup right thanks!👍
oooo... i see
good understanding
If somebody have $2 then ans would be 200%
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I guess this 100% problem is going to be another usual question.
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Do you like the problem?
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No. Do I hate the problem? Not at all. I'm just all "meh". I mean, I guess this type of question is for new people.
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@The Adammz – Yes, for those who are not completely familiar with percentages, this can be slightly surprising. Quite a lot of people got this wrong too, which means that they have to brush up on percentages.
i can t understand pls explain briefly
factually this is - you are just assuming 100 next to 1 why ? I means 100% = 100/100 = 1 but this one will not be written as 1% Same as of your above equation .. if you break it down to 1 you can not assume 100% again !!
It may be difficult to understand what I written above with an example so let me give you an example.
in case of unknown value.
30/v x 100 = 100% applying square will make things different herer
900/v2 x 10000 = 100% ? Since we applied the square on only percentage side 100% will remain same ? no if it remains same it becomes and invalid equation !
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% basically means 1/100, so 100%=100(1/100), which equals 1... whose square is 1... which is 100%
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% is always out of 100. So, 100% is 100/100. 1% is 1/100. 5% is 5/100. etc.
with your equation squaring 100% remains the same.that is right.now understand with a simple example if you have 10 rupees you spend all.you spent 100%.If you have 100 rupees,you spend all.you spent 100%
Jajajaja this was a lot simpler than i thought
I failed because I though 100%= (100/100) * 100. So if ((100/100)*100%)^2 = ((1/1) *100)^2 = 10.000 Why in the explanations doesn't appear the 100 by which the ratio is multiplied in order to produce a value between 0 and 100?
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100%=100/100=1 or 100%=100*1/100=1 100%=(100/100) * 100 is incorrect
What am I doing wrong: (100%)^2 = (100/100 x 100/100) = (1 x 1) = 1% o.O Can someone explain it for me ?
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1 is 100% of 1, does that help?
The part where you got it wrong is (1x1) = 1% It should be (100/100) x (100/100) = (1x1) = 1.00 = 100% Your final answer should convert the whole number into percentage and not having 1 (being 1%) as the final answer.
Observe que quando vc coloca cem sobre cem, desaparece o símbolo de porcentagem e ficam apenas números! Ora se multiplico e divido números o resultado vai ser APENAS um NÚMERO. O símbolo de PERCENTAGEM desapareceu quando vc colocou a fração 100/100. ?Compreendeu?
this is my opinion also ... the result will be 1%
When you write 100/100, you changed the percentage into numerical form. You can't simply change the 1 to 1%, because you then just divided by 100
(1x1)=1, no 1%
100 percent is 100 out of 100....now multiplying it with the same 100/100* 100/100 gives you just 1. with no unit. suppose we take 100% as 2 out of 2......now multiplying 2/2 * 2/2 also gives 1 so....how does it justify
Sorry myignorance= 100% of "something" can be 1, or 2, or 20...therefore the result may vary?
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Hey Eduardo, there can be only one answer which is 1. 100% is basically 100/100 but if you want to use 20 for example: 100% of 20 is also 20, so it is 20/20, which is still equal to 1. if you think the answer can be 20 for example, let's convert that to percentage.
20 = 20/1 = 2000/100 = 2000%
so 100% can't be a number other than 1.
If the math behind the solution seems complex, just test the multiple choices aloud. Only "100%" makes sense when you ask yourself, "What is all of 100%?"
100% is equivalent to 1 as we all know when converting decimals and fractions to percentages and therefore when squaring 1 it is equal to its self and 1 is 100% in percentages so 100% is your answer
Lots of people are asking "what if 100% is 2$?", "then wasnt it going to be 2$², 4$? 200%?, and so on? Doesnt it depend on what is 100%?"
No, it does not depend on what 100% is, 100% is only 2$ if it is 2$ from a total of 2$, so 2$/2$ = 1.
100$ is only 100% if it is 100$ out of 100$ so 100$/100$ = 1
And so on...
(100%)^2 = (100 x 1/100)^2 = 1^2 = 1 = 100 x 1/100 = 100%
(100/100) 2 = 1......then 1 * 100/100 = 100%
100% = 1.0 => (1.0)^2 = 1.0 => 100%
100% = 1 100%^2 = 1^2 100?^2 = 1 * 1 = 1
1 0 0 % means 1 0 0 x . So 1 0 0 % means 1 0 0 1 0 0 = 1 . Thus squaring 1, you will get 1 which is 1 0 0 % .
100% as decimal probability is 1.0
1 x 1 = 1 = 100%
100%=1 therefore 1^2=1=100% hope you understand
Most people would get fooled by this problem, but it's actually quite simple. Since 100% = 1, then (100%)^2 = 1^2 = 1 ==> 100%
What people may be missing is that to do the math, you must convert the percent to a pure fraction, square the fraction, and then convert back to a percent. For example, 90% is 90/100, which when squared is 8100/10000 which is 81/100 or 81%. Likewise, 100% is 100/100 which squared is 10000/10000 which is 100/100 or 100%
100% means 'the whole of'. That's all you need to know.,
The correct way to think of percentages is as probabilities. To square a percentage you have to convert to a decimal probability, square that value, then convert back to percentage. 100%=>1.00 1.00^2=1.00 1.00=>100% Remember, percentages are just a way of writing probabilities.
% means (1/100) so 100% = 100(1/100) which is equal to 1 and square of 1 is 1 also 100%=1 so square of 100% is also 100%
the formula of percentage is ( obtain amount / total amount ) * 100. if the answer is 100% then it means both obtain amount and total amount are same e.g. ( 50/ 50 ) * 100 or ( 63.5 / 63.5 ) * 100. in every case the answer will be 1 because both numerator and denominator are same. so 100% means 1 then 100% ^ 2 means 1 ^ 2 which is also equals to 1. so it means that 100% ^ 2( or whatever the power is e.g. 3, 4 , 50) is 100%.
\sqrt{100%}=\sqrt{1.00}=1; hence 1 ^{2}=1 or 1.00=100%: We assume the spuare of (x); i.e. 100% of a whole of any quantity, thus \sqrt {100%} is the same as \sqrt {1.00}, which is 1. If we square 1, i.e., 1^{2}, it equals 1; 1.00-or 100%. Again (in terms of a percentile), 1=1.00=100%; interestingly 1.00X1=1 (this a calculator's output).
100% is always 100% regardless of the amount attached to it. 100% written in decimal form is 1.00 90% written in decimal form is 0.90 etc... I will use 2 examples.
100% of 50 is 50. So the equation can be written as 50/50 or 50 out of 50.
50 divided by 50 is always 1.
Therefore (100%)^2 = (50/50)
(50/50) = 1.00
1.00 = 1.00 or 100%
For the next example I will illustrate when a percentage is squared that is NOT 100%
90% of 100 is 90. So this can be written as 90/100 or 0.90. 90% written in decimal form is 0.90 Therefore (90%)^2 = (90/100) (90/100) = 0.90 0.90 = 0.81 or 81%
One should remember that 100%=1. The solution will follow.
100% is equal to 1, so (100%)^2 means 1^2 = 1. Convert 1 to percentage, becomes 100%. Done!
Be nice to the new guy, I had to do some thinking about that. I'm way out of practice.
100% =1, 1 ao quadrado=1, logo só Pode ser 100%
100 % )^ 2
= ( 100/100 ) ^2
= (1) ^ 2
=1
= 100/100
= 100%
if 100%=1, 1*1=1, thus 100% square=100%
it's how we started the question
100%=100/100=1 1^2=1=100%
100% = 100/100 =1, (100%)^2 = 100/100 100/100 = 1 1 =1, 100%=(100%)^2
One has to know that 100% is actually just...one.
100% is the same as 1. So if you plug in 1 to the expression in place of 100%, you see 1^2. 1^2 = 1 x 1. 1 x 1 = 1. Since 1 is not an option as an answer, you have to convert back to percent. 1 is the same as 100% so my answer is 100%.
x% = x/100 so 3%=3/100 (for example) then 100%=100/100 =1 now (100%)^2 = (100/100)^2 =1
make math easy...
100%^2 = (100/100)^2=1^2=1=1*100/100=100%
(100%)^2 = (100/100)^2 = (1)^2 = 1 = (1*100) = 100%
The easiest question i would have on a test
% is something a part of 100. So,100% is 100 out of 100 or 1 out of 1. 1 sq is 1, that is again in % is 100%
I have made the same reasoning as Ishaan Srivastava!
You can't have more than 100%
You can have more than 100%, you could have, for instance, a 240% rise in sales compared to the quarter before, if you were a business, for example.
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Sure, no body said 100% percent is the limit but that is the rule. If you want to know what a product would cost with a 240% rise, you would multiply the original ammount by 240/100=2.40 times the original amount, for example.
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Always remember that when dealing with percentages , the notation x% means x/100. So here, 100% means 100/100 = 1. When you square 1, you get 1, which is again 100%.