Which one of the following notations shows th | vedclass

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(A) To check the correctness of a nuclear reaction,we must balance the atomic number $(Z)$ and the mass number $(A)$ on both sides.$A$. $_{96}^{242}Cm

Vedclass · Accepted Answer

$_{96}^{242}Cm\,(\alpha, 2n)\,_{97}^{243}Bk$

Vedclass · Answer

(A) To check the correctness of a nuclear reaction,we must balance the atomic number $(Z)$ and the mass number $(A)$ on both sides.$A$. $_{96}^{242}Cm + _{2}^{4}He ightarrow _{97}^{243}Bk + 2_{0}^{1}n$. Left side: $Z = 96+2 = 98$,$A = 242+4 = 246$. Right side: $Z = 97+0 = 97$,$A = 243+2 = 245$. Since $98 
eq 97$ and $246 
eq 245$,this notation is incorrect.$B$. $_{5}^{10}B + _{2}^{4}He ightarrow _{7}^{13}N + _{0}^{1}n$. Left side: $Z = 5+2 = 7$,$A = 10+4 = 14$. Right side: $Z = 7+0 = 7$,$A = 13+1 = 14$. This is correct.$C$. $_{7}^{14}N + _{0}^{1}n ightarrow _{6}^{14}C + _{1}^{1}H$. Left side: $Z = 7+0 = 7$,$A = 14+1 = 15$. Right side: $Z = 6+1 = 7$,$A = 14+1 = 15$. This is correct.$D$. $_{14}^{28}Si + _{1}^{2}H ightarrow _{15}^{29}P + _{0}^{1}n$. Left side: $Z = 14+1 = 15$,$A = 28+2 = 30$. Right side: $Z = 15+0 = 15$,$A = 29+1 = 30$. This is correct.

Which one of the following notations shows the product incorrectly?

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