Two flasks A and B of 1 L capacity each contain SO2 and Br2 gases respectively maintained at 340 K and pressure of 1 .5 atmosphere. If number of Br2 molecules in flask B is the total number of atoms in flask A will be

Question

Two flasks A and B of 1 L capacity each contain SO2 and Br2 gases respectively maintained at 340 K and pressure of 1 .5 atmosphere. If number of Br2 molecules in flask B is the total number of atoms in flask A will be (A) N (B) 2 N (C) N/2 (D) 3 N

Tardigrade Admin · Accepted Answer

Number of SO2 molecules in flask A = Number of Br2 molecules in flask B = N. Number of atoms in N molecules of SO2 = 3 × N = 3 N

Q. Two flasks A and B of 1 L capacity each contain $S O_{2}$ and $B r_{2}$ gases respectively maintained at 340 K and pressure of 1 .5 atmosphere. If number of $B r_{2}$ molecules in flask B is the total number of atoms in flask A will be

N

2 N

N/2

3 N

Number of $S O_{2}$ molecules in flask A = Number of $B r_{2}$ molecules in flask B = N.
Number of atoms in N molecules of $S O_{2}$
= 3 $\times$ N = 3 N

Q. Two flasks A and B of 1 L capacity each contain SO2​ and Br2​ gases respectively maintained at 340 K and pressure of 1 .5 atmosphere. If number of Br2​ molecules in flask B is the total number of atoms in flask A will be

N

2 N

N/2

3 N

Number of SO2​ molecules in flask A = Number of Br2​ molecules in flask B = N. Number of atoms in N molecules of SO2​ = 3 × N = 3 N

Q. Two flasks A and B of 1 L capacity each contain $S O_{2}$ and $B r_{2}$ gases respectively maintained at 340 K and pressure of 1 .5 atmosphere. If number of $B r_{2}$ molecules in flask B is the total number of atoms in flask A will be

Number of $S O_{2}$ molecules in flask A = Number of $B r_{2}$ molecules in flask B = N.
Number of atoms in N molecules of $S O_{2}$
= 3 $\times$ N = 3 N