56 lines
		
	
	
		
			1.9 KiB
		
	
	
	
		
			Markdown
		
	
	
	
	
	
			
		
		
	
	
			56 lines
		
	
	
		
			1.9 KiB
		
	
	
	
		
			Markdown
		
	
	
	
	
	
| ---
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| id: 5900f4361000cf542c50ff48
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| challengeType: 5
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| title: 'Problem 201: Subsets with a unique sum'
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| videoUrl: ''
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| localeTitle: 问题201:具有唯一总和的子集
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| ---
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| 
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| ## Description
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| <section id="description">对于任何数字集A,让sum(A)为A的元素之和。考虑集合B = {1,3,6,8,10,11}。 B的20个子集包含三个元素,它们的总和是: <p> sum({1,3,6})= 10,sum({1,3,8})= 12,sum({1,3,10})= 14,sum({1,3,11})= 15,sum({1,6,8})= 15,sum({1,6,10})= 17,sum({1,6,11})= 18,sum({1,8,10} )= 19,sum({1,8,11})= 20,sum({1,10,11})= 22,sum({3,6,8})= 17,sum({3,6, 10})= 19,sum({3,6,11})= 20,sum({3,8,10})= 21,sum({3,8,11})= 22,sum({3, 10,11})= 24,sum({6,8,10})= 24,sum({6,8,11})= 25,sum({6,10,11})= 27,sum({ 8,10,11})= 29。 </p><p>其中一些总和不止一次出现,有些则是独一无二的。对于集合A,设U(A,k)是A的k元素子集的唯一和的集合,在我们的例子中我们发现U(B,3)= {10,12,14,18,21,25 ,27,29}和和(U(B,3))= 156。 </p><p>现在考虑100个元素集S = {12,22,...,1002}。 S具有100891344545564193334812497256 50个元素子集。 </p><p>确定所有整数的和,它们是S的50个元素子集中的一个的总和,即求和(U(S,50))。 </p></section>
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| 
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| ## Instructions
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| <section id="instructions">
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| </section>
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| 
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| ## Tests
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| <section id='tests'>
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| 
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| ```yml
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| tests:
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|   - text: <code>euler201()</code>应返回115039000。
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|     testString: 'assert.strictEqual(euler201(), 115039000, "<code>euler201()</code> should return 115039000.");'
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| 
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| ```
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| 
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| </section>
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| 
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| ## Challenge Seed
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| <section id='challengeSeed'>
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| 
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| <div id='js-seed'>
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| 
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| ```js
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| function euler201() {
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|   // Good luck!
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|   return true;
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| }
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| 
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| euler201();
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| 
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| ```
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| 
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| </div>
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| 
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| 
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| 
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| </section>
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| 
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| ## Solution
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| <section id='solution'>
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| 
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| ```js
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| // solution required
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| ```
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| </section>
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