A) \[_{0}{{n}^{1}}\]
B) \[_{-1}{{e}^{0}}\]
C) \[_{+1}{{e}^{0}}\]
D) Energy
Correct Answer: D
Solution :
Suppose the unknown products is \[_{Z}{{X}^{M}}\]. Therefore, nuclear equation will be \[_{7}{{N}^{14}}{{+}_{1}}{{H}^{1}}{{\xrightarrow{{}}}_{8}}{{O}^{15}}{{+}_{Z}}{{X}^{M}}\] Putting the mass number of both sides equal \[14+1=15+M\] or \[M=0\] Putting the nuclear charge of both sides equal \[7+1=8+Z\]or \[Z=0\] So, above reaction is balanced, so X is energy.
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