X% van Y is hetzelfde als Y% van X, bijvoorbeeld 32%...

" We need to translate the HTML content from English to Dutch, preserving all HTML tags. Return only the translated HTML. We need to translate all visible text (including alt text? There's an img tag with data-src etc. The alt text is not present. There's a

with and then

(self-closing?). Actually the HTML is a bit broken:

then

Nowdays,... So there is a self-closing

which is not standard but we keep as is. We need to translate the text after that. We need to translate everything: "Nowdays, there is very high competition in all examinations, So merely knowing all the concepts is not going to take you through examination, There is a need to solve the Questions quickly, it comes through some tricks and lot of practice.This article will help you in solving some percentage questions quickly." etc. We need to translate to Dutch. Let's translate each piece. First, the

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remains unchanged. Then

Nowdays, there is very high competition in all examinations, So merely knowing all the concepts is not going to take you through examination, There is a need to solve the Questions quickly, it comes through some tricks and lot of practice.This article will help you in solving some percentage questions quickly.

We need to keep the

? Actually it's self-closing

, then text, then

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. That's weird. But we keep as is. We need to translate the text: "Nowdays, there is very high competition in all examinations, So merely knowing all the concepts is not going to take you through examination, There is a need to solve the Questions quickly, it comes through some tricks and lot of practice.This article will help you in solving some percentage questions quickly." In Dutch: "Tegenwoordig is er zeer hoge concurrentie bij alle examens, dus alleen de concepten kennen zal je niet door het examen helpen. Er is een behoefte om de vragen snel op te lossen, dit gebeurt via enkele trucjes en veel oefening. Dit artikel zal je helpen bij het snel oplossen van enkele procentvragen." We need to keep punctuation similar. Let's translate: "Nowdays" -> "Tegenwoordig". "there is very high competition in all examinations" -> "is er zeer hoge concurrentie bij alle examens". "So merely knowing all the concepts is not going to take you through examination" -> "Dus alleen de concepten kennen zal je niet door het examen helpen". "There is a need to solve the Questions quickly, it comes through some tricks and lot of practice." -> "Er is een behoefte om de vragen snel op te lossen, dit gebeurt via enkele trucjes en veel oefening." "This article will help you in solving some percentage questions quickly." -> "Dit artikel zal je helpen bij het snel oplossen van enkele procentvragen." Make sure we keep the capitalizations? The original had "Nowdays, there is very high competition in all examinations, So merely knowing all the concepts is not going to take you through examination, There is a need to solve the Questions quickly, it comes through some tricks and lot of practice.This article will help you in solving some percentage questions quickly." We can produce: "Tegenwoordig is er zeer hoge concurrentie bij alle examens, dus alleen de concepten kennen zal je niet door het examen helpen, er is een behoefte om de vragen snel op te lossen, dit gebeurt via enkele trucjes en veel oefening. Dit artikel zal je helpen bij het snel oplossen van enkele procentvragen." But keep the punctuation: there were commas and periods. We'll produce a similar structure. Now next:

Statement: Is X% of Y same as Y% of X ?( pause for a moment and think, then proceed)

Translate: "Statement: Is X% of Y same as Y% of X ?( pause for a moment and think, then proceed)" -> "Stelling: Is X% van Y hetzelfde als Y% van X? (pauzeer even en denk na, ga dan verder)". Keep spaces. Now:

So, From equation 1 and 2 it is clear that X% of Y has exactly same value as Y% of X.

Translate: "Dus, uit vergelijking 1 en 2 is het duidelijk dat X% van Y exact dezelfde waarde heeft als Y% van X." Now:

The above statement reduces our calculation in many percentage problems.

Translate: "De bovenstaande stelling vermindert onze berekening in veel procentproblemen." Now:

Solution: Since we know, X% of Y and Y% of X are same.

Translate: "Oplossing: Aangezien we weten dat X% van Y en Y% van X gelijk zijn." Now:

If you are good in converting percentage into fraction, and you know that X% of Y is same as Y% of X.You can easily reduce calculation in many percentage problems.

Translate: "Als je goed bent in het omzetten van procenten naar breuken, en je weet dat X% van Y hetzelfde is als Y% van X, kun je gemakkelijk de berekening in veel procentproblemen verminderen." Now:

Summary Always try to use the relation X% of Y= Y% of X.

Translate: "Samenvatting: Probeer altijd de relatie X% van Y = Y% van X te gebruiken." Now:

Solution: In this question it does not look directly that here we can apply X% of Y = Y% of X.

Translate: "Oplossing: In deze vraag lijkt het niet direct dat we hier X% van Y = Y% van X kunnen toepassen." Now:

So, 42% of 250 + 25% of 420= 25% of 420 + 25% of 420 = 50% of 420 = 1/2* 420 = 210 Ans. Now its your turn, Solve few mock Questions..

Translate: "Dus, 42% van 250 + 25% van 420 = 25% van 420 + 25% van 420 = 50% van 420 = 1/2 * 420 = 210 Antw. Nu is het jouw beurt, los een paar oefenvragen op.." But maintain the same formatting: "Ans." maybe keep "Ans." but translate to "Antw."? The original says "Ans." We'll translate to "Antw." but maybe keep "Ans."? The instruction is to translate content. So we translate "Ans." to "Antw.". Now:

Try to do all the questions mentally without using pen, if it does not get solved mentally then only use pen & paper.

Translate: "Probeer alle vragen mentaal op te lossen zonder pen te gebruiken; als het niet mentaal kan worden opgelost, gebruik dan alleen pen & papier." Now:

Source: http://www.ravimohanmishra.com/2014/02/X-percent-of-Y-is-same-as-Y-percent-of-X.html

We need to translate "Source:" to "Bron:". Now:

[Aptitude] Percentage: X% of Y is same as Y% of X.

Translate: "[Aptitude] Percentage: X% of Y is same as Y% of X." -> "[Aptitude] Percentage: X% van Y is hetzelfde als Y% van X." Keep the same bracket. Now:

Translate same as earlier but maybe slightly different: "Tegenwoordig is er zeer hoge concurrentie bij alle examens, dus alleen de concepten kennen zal je niet door het examen helpen, er is een behoefte om de vragen snel op te lossen, dit gebeurt via enkele trucjes en veel oefening. Dit artikel zal je helpen bij het snel oplossen van enkele procentvragen." Now:

For understanding this article knowledge of percentage to fraction conversion is required, if you have not read it by now please click on the link below:

Translate: "Voor het begrijpen van dit artikel is kennis van het omzetten van procenten naar breuken vereist; als je het nog niet hebt gelezen, klik dan op de onderstaande link:" Now:

Percentage to Fraction Conversion

Translate: "Procent naar Breuk Conversie" maybe "Procent naar breuk conversie". Keep as text. Now:

Let us Begin:

Translate: "Laten we beginnen:" Now:

Statement: Is X% of Y same as Y% of X ?( pause for a moment and think, then proceed)

Translate same as earlier: "Stelling: Is X% van Y hetzelfde als Y% van X? (pauzeer even en denk na, ga dan verder)" Now:

Let us verify above statement.

Translate: "Laten we bovenstaande stelling verifiëren." Now:

Solution: Since we know, X% of Y and Y% of X are same.

So, 32% of 50 = 50% of 32.

Now there is nothing left to calculate as you all know,

50% = 1/2

So, 50% of 32= 1/2*32= 16.

If you are good in converting percentage into fraction, and you know that X% of Y is same as Y% of X.You can easily reduce calculation in many percentage problems.

Summary Always try to use the relation X% of Y= Y% of X. Through practice you can master your brain, which will automatically convert it, and calculation will become easier for you.

Let us try another problem.

Ques: what is the value of

45% of 280 + 28% of 450.

Solution: Any one can solve above expressioni, But our purpose is to solve it quickly.

Look at the second term,

28% of 450 can be written as 45% of 280. ( those who doubt everything can solve and varify)

Now, our expression becomes,

45% of 280 + 45% of 280= 90% of 280= (100% of 280)-( 10% of 280)= 280-28= 252 Ans.

( fraction equivalent of 100% =1 & fraction equivalent of 10% =1/10)

Question: 42% of 250 + 12.5% of 840.

Solution: In this question it does not look directly that here we can apply X% of Y = Y% of X.

Look at the second expression.

12.5% of 840 = 25% of 420 ( as 25% of 100 is same as 50% of 50)

Now our expression becomes.

42% of 250 + 25% of 420

Since 42% of 250=25% of 420.

So, 42% of 250 + 25% of 420= 25% of 420 + 25% of 420 = 50% of 420 = 1/2* 420 = 210 Ans.

Now its your turn, Solve few mock Questions.. Try to do all the questions mentally without using pen, if it does not get solved mentally then only use pen & paper.

Mock Questions

Q1) 68% of 25 = ?

A] 15

B] 16

C] 17

D] 18

Q2) 38% of 50 = ?

A] 16

B] 17

C] 18

D] 19

Q3] 55% of 460 + 46% of 550=?