Dobereiner's Triads
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Why the law of triads not applicable in C, N, O?
If number of geometrical isomers is x and y is number of enantiomeric pairs possible, then value of x2+y2 is
- Fe, Co, Ni
- Ru, Rh, pd
- Os, Ir, Pt
- Li, Na, K
State one achievement of classification of elements by the Law of Triads.
- Similar physical and chemical properties
- The atomic weight of the middle element was approximately the arithmetic mean of the other two elements
- The atomic weight of the third element was approximately the arithmetic mean of the first two elements
- Both (a) and (c)
Element | Chlorine (Cl) | X | Iodine (I) |
Atomic Mass (A) | 35.5 | Y | 126.9 |
- X : Bromine
Y : 82.0 - X : Bromine
A : 79.9 - X : Fluorine
Y : 82.0 - X : Fluorine
Y : 79.9
State two reasons for rejecting Triads classification of elements.
- John Alexander Newlands
- Lothar Meyer
- Wolfgang Dobereiner
- Dmitri Ivanovich Mendeleev
Can the following groups of elements be classified as Dobereiners triad?
(a) Na, Si, Cl
(b) Be, Mg, Ca
The atomic mass of Be-9, Na-23, Mg-24, Si-28, Cl-35, and Ca-40 explain by giving a reason.
Atomic weights of three elements in a Doberenier triad are x, 81, and 127. Find the missing atomic weight.
104
35
46
23
P
Ca
Si
Mn
- 20
- 30
- 40
- The law was applicable to all known elements
- Nitrogen family does not obey the law of triads
- Doebereiner's classification was not very useful
- The atomic mass of central element of each was merely the arithmetic mean of the atomic masses of other two elements.
Identify the set of three elements which can obey the Law of triads.
- John Alexander Newlands
- Lothar Meyer
- Wolfgang Dobereiner
- Dmitri Ivanovich Mendeleev
- Similar physical and chemical properties
- The atomic weight of the third element was approximately the arithmetic mean of the first two elements
- Both (a) and (c)
- The atomic weight of the middle element was approximately the arithmetic mean of the other two elements
- Nearly the same atomic weight
- The atomic weight of the third element was approximately the arithmetic mean of the first two elements
- The atomic weight of the middle element was approximately the arithmetic mean of the other two elements
- Both (a) and (c)
- 162.5
- 121.5
- 90.5
- 81.25
Do law of triads applicable to C, N, O ?
- 175
- 300
- 125
- 150
Which of the following statement(s) is/are correct?
- Molality of the solution is 2.92 m
- Molarity of the solution is 2.57 M
- Molarity of the solution is 3.57 M
- Molality of the solution is 3.52 m
The gram formula mass of ZnSO4 is
(Given molar mass of Zn in 65 g/mol)
- Na = 23, K = 39 and Rb = 85
- Ca = 40, Mg = 24 and Sr = 88
- Cl = 35, Br = 80 and F = 19
- Na = 23, Li = 7 and K = 39
Atomic mass of X and Z is 20 and 40 respectively. If X, Y and Z is Dobereiner's Triad. What can be the atomic number of Y?
20
40
30
- All of these
- 7, 23, 39
- 20, 38, 56
- 54, 95, 183
- 47, 91, 178
- The law was applicable to all known elements
- Nitrogen family does not obey the law of triads
- Doebereiner's classification was not very useful
- The atomic mass of central element of each was merely the arithmetic mean of the atomic masses of other two elements.
Identify the set of atomic numbers which does not obey the Dobereiners Law of triads.