Ratio of the number of atoms in 4g CH4 and 3g NH3 is:

1. \(\dfrac{68} {48}\) 2. \(\dfrac{85} {48}\)
3. \(\dfrac{48} {68}\) 4. \(\dfrac{48} {65}\)

Subtopic:  Moles, Atoms & Electrons |
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The mole fraction of a solute in an aqueous solution is 0.1. The molality of the solution, approximately, will be:

1. 3.085  2. 6.17
3. 12.34 4. 24.68 
Subtopic:  Concentration Based Problem |
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The number of atoms in 560 g of Fe (atomic mass 56 g mol–1) is:

1.  Twice that of 70 g N 
2.  Half that of 20 g H 
3.  Both 1 and 2 
4.  None of the above 

Subtopic:  Moles, Atoms & Electrons |
 71%
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Number of significant figures in 6.62 × 10–34 :

1. Two
2. Three
3. Four
4. One
Subtopic:  Introduction |
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To neutralize 20 mL of 0.1 M aqueous solution of phosphorus acid \((H_3PO_3) \) completely, the volume of 0.1 M aqueous KOH solution required is:

1. 10 mL 2. 20 mL
3. 40 mL 4. 60 mL
Subtopic:  Concentration Based Problem |
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\(6.02\times10^{20}\) molecules of urea are present in 100 mL of its solution. The concentration of urea solution is:
(Avogadro constant, \(N_A=6.02\times10^{23}~mol^{-1}\))

1. 0.001 M

2. 0.01 M

3. 0.02 M

4. 0.1 M

Subtopic:  Concentration Based Problem |
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The molarity of 40% \(NaOH \) (by mass) is:
(d = 1.2 g/ml)

1. 10 M 
2. 12 M 
3. 5 M 
4. 6 M 
Subtopic:  Concentration Based Problem |
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For the reaction, \(2A+B\xrightarrow{~~~~~~~~}3C,8\) moles of \(A\) reacts with \(5\) moles of \(B\) to form \(C.\)
Calculate the maximum number of moles that are formed.
1. \(13\) mole 2. \(15\) mole
3. \(12\) mole 4. \(8\) mole
Subtopic:  Limiting Reagent |
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Calculate the approximate mass of  \(CO_2\) produced  when 1 gm of butane \((C_4H_{10})\) is burned with an excess of \(O_2\) to form \(CO_2\).
1. 1 g 2. 2 g
3. 3 g  4. 4 g
Subtopic:  Equation Based Problem |
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10 gm carbon reacts with 100 gm \(Cl_2\) to form \(CCl_4.\) The maximum weight of \(CCl_4\) formed will be:
1.  128 gm 
2.  94.22 gm 
3.  108.45 gm 
4.  54.22 gm 
Subtopic:  Limiting Reagent |
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