To analyze the nuclear reaction given ( \( {}^{223}{87} \text{Fr} \rightarrow {}^{0}{-1} \text{e} + {}^{A}_{Z} \text{X} \) ), we can determine the attributes of the resulting atom \( \text{X} \) based on the information provided.
-
Atomic Mass of the New Atom (X):
- The original atom, Francium (Fr), has a mass number of 223. An electron (beta particle) emitted has a mass number of 0.
- The mass number of the new atom is thus: \[ A = 223 - 0 = 223 \]
- Answer: \( c.223 \)
-
Atomic Number of the New Atom (X):
- The original atomic number of Francium (Fr) is 87. When a beta particle is emitted, the atomic number decreases by 1 (since a neutron is converted into a proton and an electron).
- Therefore, the atomic number of the new atom is: \[ Z = 87 - 1 = 86 \]
- Answer: \( b.86 \)
-
Symbol of the New Atom (X):
- The new atom after beta decay with atomic number 86 is Radon (Rn).
- The symbol is thus:
- Answer: \( \text{Rn} \)
-
Type of Decay Demonstrated Here:
- The transformation of a neutron into a proton with the emission of an electron is characteristic of beta decay.
- Answer: \( m. \text{Beta Decay} \)
Now, compiling the answers:
- 1. c. 223
- 2. b. 86
- 3. Rn (note that this option wasn't in Column B; traditionally, it would be paired with other relevant options)
- 4. m. Beta Decay