calculate the number of sodium ions that are present in 212g of sodium carbonate?
Answer is 2.4092×10²⁴
Answers
Formula for Sodium Carbonate:
Molecular mass of = (23×2) + 12 + (16 × 3)
=》 46 + 12 + 48
=》 106 g
No. of moles in 212g of :
(n = No. of moles; m = Mass given; M = Molecular mass)
=》 ...(1)
Also, we know that:
...(2)
(n = No. of moles; N = No. of particles; = Avagadro's constant,i.e, = )
We can keep (1) and (2) equal;
=》
=》
Now, we know, that there are 2 atoms of Na (Sodium) in . Therefore;
=》
=》
Or;
=》
Thus, there are Sodium ions in
Answer:
\textbf{\huge{ANSWER:}}ANSWER:
Formula for Sodium Carbonate: Na_{2}CO_{3}Na
2
CO
3
Molecular mass of Na_{2}CO_{3}Na
2
CO
3
= (23×2) + 12 + (16 × 3)
=》 46 + 12 + 48
=》 106 g
No. of moles in 212g of Na_{2}CO_{3}Na
2
CO
3
:
\begin{gathered}n = \frac{m}{M}\\\end{gathered}
n=
M
m
(n = No. of moles; m = Mass given; M = Molecular mass)
=》 \begin{gathered}n = \frac{212}{106}\\\end{gathered}
n=
106
212
...(1)
Also, we know that:
\begin{gathered}n = \frac{N}{N_{o}}\\\end{gathered}
n=
N
o
N
...(2)
(n = No. of moles; N = No. of particles; N_{o}N
o
= Avagadro's constant,i.e, = 6.023\times 10^{23}6.023×10
23
)
We can keep (1) and (2) equal;
\begin{gathered}\frac{212}{106} = \frac{N}{6.023 \times 10^{23}}\\\end{gathered}
106
212
=
6.023×10
23
N
=》 \begin{gathered}\frac{6.023 \times 10^{23}\times 212}{106}\\\end{gathered}
106
6.023×10
23
×212
=》 \begin{gathered}12.046 \times 10^{23}\\\end{gathered}
12.046×10
23
Now, we know, that there are 2 atoms of Na (Sodium) in Na_{2}CO_{3}Na
2
CO
3
. Therefore;
=》 12.046 \times 10^{23} \times 212.046×10
23
×2
=》 24.092 \times 10^{23}24.092×10
23
Or;
=》\textbf{2.4092 \times 10^{24}}
Thus, there are \textbf{2.4092 \times 10^{24}} Sodium ions in Na_{2}CO_{3}Na
2
CO
3
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