IIT JEE प्रश्न और उत्तर का अभ्यास करें
8प्र: Covalent bonds hold atoms together because they 1986 05b5cc619e4d2b4197774b73e
5b5cc619e4d2b4197774b73e- 1fill shells without giving atoms much chargefalse
- 2bring electrons closer to protonsfalse
- 3Both A & Btrue
- 4use forces between nuclei as well as forces between electronsfalse
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उत्तर : 3. "Both A & B"
व्याख्या :
Answer: C) Both A & B Explanation: Covalent bonds hold atoms together because the attraction between the positively charged nuclei and the negatively charged shared electrons is greater than the repulsions between the nuclei themselves.
प्र: Find the Odd One Out? 3, 4, 14, 48, 576, 27648 1985 05b5cc6b0e4d2b4197774d2c6
5b5cc6b0e4d2b4197774d2c6- 14false
- 214true
- 348false
- 427648false
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उत्तर : 2. "14"
व्याख्या :
Answer: B) 14 Explanation: Given Number series is : 3 4 14 48 576 27648 It follows a pattern that, 3 4 4 x 3 = 12 but not 14 12 x 4 = 48 48 x 12 = 576 576 x 48 = 27648 Hence, the odd one in the given Number Series is 14.
प्र: Who is the richest person in the world 2018? 1984 05b5cc60de4d2b4197774b5ff
5b5cc60de4d2b4197774b5ff- 1Jeff Bezostrue
- 2Bill Gatesfalse
- 3Warren Buffetsfalse
- 4Mark Zuckerbergfalse
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उत्तर : 1. "Jeff Bezos"
व्याख्या :
Answer: A) Jeff Bezos Explanation: Jeff Bezos is the richest person in modern history. The Amazon.com Inc. founder’s net worth broke $150 billion in New York on 16th July 2018 morning, according to the Bloomberg Billionaires Index. That’s about $55 billion more than Microsoft Corp. co-founder Bill Gates, the world’s second-richest person.
प्र: The depth of a complete binary tree is given by 1984 05b5cc694e4d2b4197774c4d0
5b5cc694e4d2b4197774c4d0- 1Dn = log 2 (n+1)true
- 2Dn = log 1/2 (n+1)false
- 3Dn = log (n+1)false
- 4Dn = log 2 (n-1)false
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उत्तर : 1. "Dn = log 2 (n+1)"
व्याख्या :
Answer: A) Dn = log 2 (n+1) Explanation: A complete binary tree is a binary tree where all the levels have maximum number of nodes except possibly the last level. The depth of complete binary tree of n nodes will be Dn=log 2 (n+1) where Dn is the height or depth of the tree and n is the number of nodes.
प्र: State funding of elections takes place in 1983 05b5cc69ce4d2b4197774c82a
5b5cc69ce4d2b4197774c82a- 1Germany and Austriatrue
- 2USA and Canadafalse
- 3France and Italyfalse
- 4Britain and Switzerlandfalse
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उत्तर : 1. "Germany and Austria"
व्याख्या :
Answer: A) Germany and Austria Explanation:
प्र: Permanent Hardness of water can be removed by adding 1983 05b5cc6a4e4d2b4197774cc8b
5b5cc6a4e4d2b4197774cc8b- 1Bleaching powderfalse
- 2Chlorinefalse
- 3Wasshing sodatrue
- 4Potassium permanganatefalse
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उत्तर : 3. "Wasshing soda"
व्याख्या :
Answer: C) Wasshing soda Explanation: Hardness can be removed by adding sodium carbonate (washing soda) or by passing the water through an ion-exchange column. Hardness in water is caused by dissolved magnesium ions and calcium ions. These can get into the water when it comes into contact with limestone and other rocks that contain calcium compounds. This can happen, for example, when rainwater flows over these rocks on its way to a reservoir. Hardness in water is of two types. They are : 1. Temporary hardness 2. Permanent hardness 1. Temporary hardness:: Temporary hardness is caused by dissolved calcium hydrogen carbonate. 2. Permanent hardness:: Permanent hardness is caused by dissolved calcium sulfate. Unlike temporary hardness, it is not removed by boiling the water.
प्र: 1397 x 1397 = ? Here what replaces '?' 1983 05b5cc6bbe4d2b4197774d853
5b5cc6bbe4d2b4197774d853- 11951609true
- 21821504false
- 32031489false
- 41847879false
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उत्तर : 1. "1951609"
व्याख्या :
Answer: A) 1951609 Explanation: 1397 x 1397
प्र: A line is an undefined term because it 1982 05b5cc6a1e4d2b4197774cb10
5b5cc6a1e4d2b4197774cb10- उत्तर देखेंउत्तर छिपाएं
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उत्तर :
व्याख्या :
A line is an undefined term because of it : 1. Contains an infinite number of points 2. can be used to create other geometric shapes 3. is a term that does not have a formal definition In Geometry, unless it's stated, a line will extend in one dimension and goes on forever in both ways.

