Choose the correct product of nuclear reaction ,
`""_7N^(14) +""_0n^1 to ""_6C^(14)+`……..

Options

A. proton and electron
B. Neutron
C. Deutron
D. Electron

Answer

To solve the nuclear reaction question, we need to analyze the given reaction step by step.

**Given Reaction:**
\[ _7N^{14} + _0n^1 \rightarrow _6C^{14} + ? \]

### Step 1: Identify the Reactants
The reactants in this nuclear reaction are:
- Nitrogen-14 (\(_7N^{14}\))
- A neutron (\(_0n^1\))

### Step 2: Calculate the Total Mass Number and Atomic Number of Reactants
- The mass number of nitrogen-14 is 14.
- The mass number of the neutron is 1.
- Total mass number of reactants = \(14 + 1 = 15\).
- The atomic number of nitrogen is 7, and the atomic number of the neutron is 0.
- Total atomic number of reactants = \(7 + 0 = 7\).

### Step 3: Identify the Products
One of the products is given as carbon-14 (\(_6C^{14}\)).
- The mass number of carbon-14 is 14.
- The atomic number of carbon is 6.

### Step 4: Calculate the Mass Number and Atomic Number of Products
Since we have one product as carbon-14, we need to find the missing product:
- Total mass number of products must equal the total mass number of reactants, which is 15.
- The mass number of carbon-14 is 14, so the mass number of the missing product must be \(15 - 14 = 1\).
- The atomic number of carbon-14 is 6, so the atomic number of the missing product must be \(7 - 6 = 1\).

### Step 5: Identify the Missing Product
The only particle that has a mass number of 1 and an atomic number of 1 is a proton (\(_1P^1\)).

### Conclusion
The complete nuclear reaction is:
\[ _7N^{14} + _0n^1 \rightarrow _6C^{14} + _1P^1 \]

Thus, the correct product of the nuclear reaction is a proton.

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