of the above 33 Which of the following produees the characteristie color of a B)
ID: 499950 • Letter: O
Question
Explanation / Answer
Answer 34:
given mass = 58.93g
molecular weight of cobalt = 58.93 g/mol
moles of cobalt = 58.93/58.93 = 1 mole
1 mole contains = 6.022*1023 atoms
Hence, the number of cobalt atoms in 58.93g = 6.022*1023 atoms
Answer is E= 6.02*1023
Answer 35:
given mass = 24.31 g
molecular weight of Magnesium = 24.31g/mol
hence, moles of magnesium given = 24.31/24.31 = 1 mole
Hence, number of magnesium atoms will be = 6.022*1023 atoms, as 1 mole contains these many atoms.
Answer will be: D = 6.02*1023
Answer 36:
1 mole of any substance contains = 6.022*1023 atoms. Hence answer will be D-all of the above
Answer 37:
1 mole contains = 6.022*1023 krypton atoms. Hence, 2.5 moles will contain
= 2.5*6.022*1023
= 15.055*1023
= 1.5055*1024 Kr atoms
Hence answer is option C: 1.51*1024 atoms
Answer 38:
atomic weights of
oxygen (O) = 16 g/mol
hydrogen (H) = 1 g/mol
Carbon (C) = 12 g/mol
molecular weight of C9H8O4 = (12*9) + (8*1) + (16*4) = 180 g/mol
Hence, answer is C:180.17 g/mol
Answer 39:
atomic masses of:
carbon (C) = 12 g/mol
Nitrogen (N) = 14 g/mol
oxygen (O) = 16 g/mol
hydrogen (H) = 1 g/mol
given compound = C7H5(NO2)3
molecular weight will be = (7*12) + (5*1) + (14*3) + (16*6)
= 227 g/mol
Answer will be: D = 227.15 g/mol
Answer 40:
given mass = 3.2 g
molecular mass of CH4 = (12*1)+(4*1) = 16 g/mol
moles of methane given = 3.2/16 = 0.2 moles
1 mole = 6.022*1023 molecules of methane
hence, 0.2 moles = 0.2*6.022*1023
= 1.2044*1023 molecules
Hence, answer is option A = 1.2*1023 molecules
Answer 41:
1 mole of every gas occupies 22.4L volume at STP. Hence, answer will be D=all of the above
Answer 42:
1 mole of any substance occupies 22.4 L volume at STP and 6.022*1023 molecules/atoms.
Hence answer will be D = 6.02*1023
Answer 43:
from ideal gas law, PV = nRT
P = pressure in atm
V = volume in L
n = number of moles
R = gas constant = 0.082 Latm/molK
T = temperature in Kelvin
At STP
P = 1 atm and T = 273.15 K
n = PV/RT
= 1*5/(0.082*273.15)
= 0.223 moles
mass in 0.223 moles of oxygen gas = 0.223*32 = 7.14g
32 is the molecular weight of oxygen gas (O2)
Answer: 44
from ideal gas law:
PV = nRT
density, d = mass/volume and moles = mass/molecular weight (i.e m/MW)
PV = (m/MW)*RT
P*MW = (m/V)*RT
P*MW = dRT
d = P*MW/RT
P = 1 atm and T = 273.15 K at STP
MW = 28 g/mol for nitrogen gas
substituting values, we get
d = (1*28)/(8.314*273.15) = 0.0125 kg/m3 = 1.25 g/L
Answer is C = 1.25 g/L
Answer 45:
moles of nitrogen gas given = 0.75/28 = 0.02678 moles
from ideal gas law
PV = nRT
P = 1 atm . T = 273.15 K R = 0.082 Latm/molK and n = 0.02678 moles
substituting, we get V = 0.6 L
answer is A = 0.6 L
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