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Catalogs Discussion Forums -> Physical Chemistry -> VBT -> Go to message
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 According to this theory a covalent bond is formed between the two atoms by the overlap of half filled valence atomic orbitals of each atom containing one unpaired electron. A valence bond structure is similar to a Lewis structure, but where a single Lewis structure cannot be written, several valence bond structures are used. Each of these VB structures represents a specific Lewis structure. This combination of valence bond structures is the main point of resonance theory. Valence bond theory considers that the overlappingatomic orbitals of the participating atoms form a chemical bond. Because of the overlapping, it is most probable that electrons should be in the bond region. Valence bond theory views bonds as weakly coupled orbitals (small overlap). Valence bond theory is typically easier to employ in ground state molecules.

The overlapping atomic orbitals can differ. The two types of overlapping orbitals are sigma and pi. Sigma bonds occur when the orbitals of two shared electrons overlap head-to-head. Pi bonds occur when two orbitals overlap when they are parallel. For example, a bond between two s-orbital electrons is a sigma bond, because two spheres are always coaxial. In terms of bond order, single bonds have one sigma bond, double bonds consist of one sigma bond and one pi bond, and triple bonds contain one sigma bond and two pi bonds. However, the atomic orbitals for bonding may be hybrids. Often, the bonding atomic orbitals have a character of several possible types of orbitals. The methods to get an atomic orbital with the proper character for the bonding is called hybridization.

Catalogs Discussion Forums -> Differential Calculus -> Log diff. -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]

 check if the answer is right or not as u can solve questions by taking logs on both sides.x1/2+x =y  logy=1+2x(log(............) and then proceed.... think of how to introduce trigonometric identities into that and if u get it do post

Catalogs Discussion Forums -> Mechanics -> A stone is thrown upwards from top of a tower with some initial speed and it reaches the ground in t -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]

 is it 2t1

Catalogs Discussion Forums -> Organic Chemistry -> carboxylic acid -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]

 2,4,6 tribromo phenol.  

bromination of aromatic compounds eliminates bulky groups like -COOH.

Catalogs Discussion Forums -> Inorganic Chemistry -> inorganic -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]

 hey, u should never consider pi bonds. u need to9 be careful while checking hybridisation. only sigma & lone pairs r to be considered. hope u understand. one simple example is ethene. its hybridisation is sp2 but not sp3 although it has 3 sigma bonds and one pi bond

 

Catalogs Discussion Forums -> Inorganic Chemistry -> inorganic -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]

 hey, u should never consider pi bonds. u need to9 be careful while checking hybridisation. only sigma & lone pairs r to be considered. hope u understand. one simple example is ethene. its hybridisation is sp2 but not sp3 although it has 2 sigma bonds and one pi bond

 

Catalogs Discussion Forums -> Inorganic Chemistry -> inorganic -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]

 hi........

only sigma bonds are to be considered and of course the lone pairs. hybridisation is same for both but their shapes r different

 

Catalogs Discussion Forums -> Differential Calculus -> log diff -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]

 any question of this sort can be worked out by taking logs on both sides. 

Catalogs Discussion Forums -> Differential Calculus -> log diff -> Go to message
This Post 10 points    (Olaaa!! Perrrfect answer.   in 2 votes )   [?]

 logy=x(cosx(logx))

now,diff wrt x on both sides,

1/y(dy/dx)=[cosx(logx)+x{logx(-sinx)+cosx/x}

dy/dx=y{[cosx(logx)-logx(sinx)+cosx}

Catalogs Discussion Forums -> Counselling Zone -> JEE 2013 -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]
thats what i am waiting for. do inform about advance! it is expected to be MCQ pattern only.
Catalogs Discussion Forums -> Mechanics -> orthocentre -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]

 its better to go for finding the vertices and product of slopes is zero. (or) in vectors with angles A,B and C. the formula is tanA(a)+tanB(b)+tanC(c)/tanA+tanB+tanC. that would be better.

Catalogs Discussion Forums -> Mechanics -> collissions -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]
a ball is projeted with a speed u at an angle $towards a massive smooth wall which approaches the ball with a velocity v. after the perfect elastic collision, ball reaches the point of projection. find the time taken by the ball between instance of projection and the instance of collision with wall?
Catalogs Discussion Forums -> Mechanics -> collissions -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]
a ball is projected with an initial speed "u" at an angle $ wit the horizontal distance "d". after the collision, the ball returns to point of projection. find its"e"?
Catalogs Discussion Forums -> Mechanics -> collissions -> Go to message
This Post 0 points    (Olaaa!! Perrrfect answer.   in 0 votes )   [?]
a rubber ball is projected with certain velocity "u" towards a perfectly smooth and fixed wall. it hits the wall when moving horizontally and reaches the point of projection after following the trajectory as shown. find its e?
 
 
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