Ag2SO4?
hey lets start a thread for the prep of bitsat....will be posting in questions that might be of some relevence to the exam...
guys...plz post in ur questions
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127 Answers
@cute_cat: the electron is lost from the nucleus and not from the outer orbits......so its not the case of simple ionisation....
actually the eqn is....
1n0 - 0e-1 --------> 1p1
so.....
In which of the following Kp < Kq?
(a) I2 (g) [eq] 2I(g)
(b) 2BrCl(g) [eq] Cl2 (g) + Br2 (g)
(c) CO(g) + 3H2(g) [eq] CH4(g) + H2O(g)
(d) All of the above
Which of the following silver salts is insoluble in water ?
(a) AgClO4
(b) Ag2SO4
(c) AgF
(d) AgNO3
I know it is insoluble. Cant tell you the reason coz havnt stared inorganic yet.
#69
See, the most stable intermidiate will form. So, Br- will attack accordingly.
You may use this as a reference:-
http://www.targetiit.com/iit-jee-forum/posts/major-product-11781.html
oops...ya sry..did'nt read the qsn properly...sry..deleted the post.....
http://www.csudh.edu/oliver/chemdata/solrules.htm
check this out...... a very good article regarding the solubility of salts....
Q69. The one with the greatest depression in freezing point would have the least FP. Calcium chloride has the highest van't hoff factor, of 3. Hence its depression in freezing point will be maximum, making FP minimum.
BITSAT Trigo Refreshers
Q1. Evaluate √3cosec20° + sec20°
Q2. The general value of @ satisfying both the equations sin@ = -1/2 and tan@ = 1/√3 is?
Q3. The angle of elevation of the top of a TV tower from the points A, B, C in a straight line(horizontal plane) through the foot the tower are @, 2@, 3@ respectively. If AB = a, the height of the tower is?
Q4. In any triangle ABC, if 2cosB = a/c, the triangle is? (right angled, isosceles, etcetc)
Q5. In any triangle ABC, if b + c = 3a, find the value of cot(B/2)cot(C/2).
I got stuck at the second one. Not getting the answer completely. Okay got it, SR helped.
this is how i proceede...to the best of my class 10 knowledge and a lil from 11(the formula part..)
tan 2@ = hx
==>x = htan 2@
tan @ = ha + x
==> a + x = htan @
or a + htan 2@ = htan @
solving we get
h = 2 a tan 2 @tan 2 @ + 2 tan @ - 1
in q no. 55 proceed just as q#33
just take (2√5-7)2n+1 as f'.
then I+f-f'=2(some integer)
and 0<f<1,0<f'<1,
thus -1<f-f'<1. since f-f' is an integer impies f-f'=0.
thus I=2k
thus integral part of (7+2√5)2n+1 is even
@ayush:
in the 3rd line ...why is it ..."--" f' (minus f')
also 2√5-7 dont lie between 0 & 1
its apprx (-2.5) ....
so....[12][12][12][12][12][12][12][12][12][12]
@ all thanks a lot...bt jo queries reh gayi hain...unhe b plz solve kar do...
@ ayush...hw do u get this.....and 0<f<1,0<f'<1,
thus -1<f-f'<1.
@ abhirup, hw do u solve that Kp < Kq???
@ sandipan, thanks for that link
Sandi bhai correct...
Trigo ones are simple...need a little manipulation and a couple of formulae.
and what will happen to the other carbon...NBS added Br at allylic position..
so i would also go with Pritish's answer....
sandi, in your figure, we first look at triangle EBA.
Angle AEB = 2@ - @ = @ = Angle EAB. (Exterior angle property)
Hence the triangle is isosceles. This means EB = a as well.
Now in triangle EBD,
sin2@ = h/EB = h/a
=> h = asin2@.