with then closing
tag. We need to translate the Chinese version of the content. Let's go through the HTML content step by step. Original:

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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. Statement: Is X% of Y same as Y% of X ?( pause for a moment and think, then proceed)You might also enjoy: 什么是巴纳姆效应?
So, From equation 1 and 2 it is clear that X% of Y has exactly same value as Y% of X. The above statement reduces our calculation in many percentage problems. Solution: Since we know, X% of Y and Y% of X are same. 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. Solution: In this question it does not look directly that here we can apply X% of Y = Y% of X. 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.Source: http://www.ravimohanmishra.com/2014/02/X-percent-of-Y-is-same-as-Y-percent-of-X.html
[Aptitude] Percentage: X% of Y is same as Y% of X.
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 ...
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: Percentage to Fraction Conversion Let us Begin: Statement: Is X% of Y same as Y% of X ?( pause for a moment and think, then proceed) Let us verify above statement. X% of Y = X/100 * Y= X*Y/100 — (1) & Y% of X = Y/100 * X= Y*X/100 — (2) So, From equation 1 and 2 it is clear ... The above statement reduces our calculation in many percentage problems. Let us take an example. Ques: Calculate 32 % of 50.... The content continues but truncated. We need to translate all visible text up to the end of the provided snippet. The snippet ends with "...". So we need to translate everything up to that point. We need to preserve HTML tags exactly as they appear. We need to translate English text to Simplified Chinese. Let's translate each paragraph. First contains only . No text to translate.
Then
unchanged. Next:
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 Chinese: "来源:" Keep << We have to translate the HTML content from English to Simplified Chinese, preserving all HTML tags. Return only the translated HTML. We need to translate the text content, not the tags. Keep tags etc. Some tags are self-closing ? Actually they have Solution: .... That's weird: is a self-closing start tag? Actually is a self-closing tag, but then they close with . So they have at start of each paragraph. We'll keep them as is. We need to translate all English text to Simplified Chinese. Let's go through each paragraph. Original: Solution: Since we know, X% of Y and Y% of X are same. Translate: "Solution: Since we know, X% of Y and Y% of X are same." Simplified Chinese: "解答:因为我们知道,X% 的 Y 与 Y% 的 X 是相同的。" Or "解答:因为我们知道,X% 的 Y 与 Y% 的 X 是相同的。" We'll keep colon. So: "Solution:" -> "解答:" (or "解答:"). Let's produce: "解答:因为我们知道,X% 的 Y 与 Y% 的 X 是相同的。" Paragraph includes at start and at end. Next: So, 32% of 50 = 50% of 32. Translate: "所以,32% 的 50 等于 50% 的 32。" Next: Now there is nothing left to calculate as you all know, Translate: "现在没有其他需要计算的了,正如大家所知," But maybe "Now there is nothing left to calculate as you all know," -> "现在没有其他需要计算的了,正如大家所知," Next: 50% = 1/2 Translate: "50% = 1/2" (numbers unchanged). Keep same. Next: So, 50% of 32= 1/2*32= 16. Translate: "所以,50% 的 32 = 1/2 * 32 = 16。" Next: 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: "如果你擅长把百分比转化为分数,并且知道 X% 的 Y 与 Y% 的 X 是相同的,你可以在许多百分比问题中轻松简化计算。" Next: 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. Translate: "总结:始终尝试使用 X% 的 Y = Y% 的 X 这一关系。通过练习,你可以让大脑熟练掌握这种转换,计算会变得更容易。" Next: Let us try another problem. Translate: "让我们尝试另一个问题。" Next: Ques: what is the value of Translate: "问题:求以下表达式的值" But original: "Ques: what is the value of". We'll translate as "问题:求以下的值". We'll keep colon. Maybe "Ques:" -> "问题:" . So: "问题:以下的值是多少" But we need to keep the same line: "Ques: what is the value of". We'll translate: "问题:求以下的值". Good. Next: 45% of 280 + 28% of 450. Translate: "45% 的 280 + 28% 的 450。" Next: Solution: Any one can solve above expressioni, But our purpose is to solve it quickly. Translate: "解答:任何人都可以解出上述表达式,但我们的目的是快速求解。" Note: "expressioni" maybe typo; ignore. Next: Look at the second term, Translate: "看第二项," Next: 28% of 450 can be written as 45% of 280. ( those who doubt everything can solve and varify) Translate: "28% 的 450 可以写成 45% 的 280。(对一切持怀疑态度的人可以自行求证)" Next: Now, our expression becomes, Translate: "现在,我们的表达式变为," Next: 45% of 280 + 45% of 280= 90% of 280= (100% of 280)-( 10% of 280)= 280-28= 252 Ans. Translate: "45% 的 280 + 45% 的 280 = 90% 的 280 = (100% 的 280) - (10% 的 280) = 280 - 28 = 252 答案。" Next: ( fraction equivalent of 100% =1 & fraction equivalent of 10% =1/10) Translate: "( 100% 的分数等价为 1 & 10% 的分数等价为 1/10 )" Note: Keep HTML entity & for ampersand. Next: Question: 42% of 250 + 12.5% of 840. Translate: "问题:42% 的 250 + 12.5% 的 840。" Next: Solution: In this question it does not look directly that here we can apply X% of Y = Y% of X. Translate: "解答:在这个问题中,似乎并不能直接使用 X% 的 Y = Y% 的 X。" Next: Look at the second expression. Translate: "看第二个表达式。" Next: 12.5% of 840 = 25% of 420 ( as 25% of 100 is same as 50% of 50) Translate: "12.5% 的 840 = 25% 的 420(因为 25% 的 100 与 50% 的 50 相同)" Next: Now our expression becomes. Translate: "现在我们的表达式变为。" Next: 42% of 250 + 25% of 420 Translate: "42% 的 250 + 25% 的 420" Next: Since 42% of 250=25% of 420. Translate: "因为 42% 的 250 = 25% 的 420。" Next: So, 42% of 250 + 25% of 420= 25% of 420 + 25% of 420 = 50% of 420 = 1/2* 420 = 210 Ans. Translate: "所以,42% 的 250 + 25% 的 420 = 25% 的 420 + 25% 的 420 = 50% 的 420 = 1/2 * 420 = 210 答案。" Next: 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. Translate: "现在轮到你了,解答几个模拟题。尝试全部用心算完成,如果无法心算再使用笔 & 纸。" Next: Mock Questions Translate: "模拟题" Next: Q1) 68% of 25 = ? Translate: "Q1) 68% 的 25 = ?" Next: A] 15 Translate: "A] 15" Next: B] 16 Translate: "B] 16" Next: C] 17 Translate: "C] 17" Next: D] 18 Translate: "D] 18" Next: Q2) 38% of 50 = ? Translate: "Q2) 38% 的 50 = ?" Next: A] 16 Translate: "A] 16" Next: B] 17 Translate: "B] 17" Next: C] 18 Translate: "C] 18" Next: D] 19 Translate: "D] 19" Next: Q3] 55% of 460 + 46% of 550=? Note: Q3] maybe bracket. We'll translate: "Q3] 55% 的 460 + 46% 的 550 = ?" Translate: "Q3] 55% 的 460 + 46% 的 550 = ?" Next: A] 414 Translate: "A] 414" Next: B] 424






