Question 22N.2.HL.TZ0.10
Date | November 2022 | Marks available | [Maximum mark: 6] | Reference code | 22N.2.HL.TZ0.10 |
Level | HL | Paper | 2 | Time zone | TZ0 |
Command term | Deduce, Estimate, Identify | Question number | 10 | Adapted from | N/A |
The Feynman diagram shows a delta baryon (Δ) decaying into a neutron and particle X.
The exchange particle involved in the decay is a gluon. Particle X has two constituent quarks.
Identify the fundamental force responsible for the decay.
[1]
strong «nuclear» force ✓
Well answered.

Deduce, referring to one conservation law, that X is a quark-antiquark pair.
[3]
ALTERNATIVE 1
attempt to apply conservation law of baryon number to the overall reaction ✓
baryon number of X is zero ✓
this is only possible if constituent quarks of X have an opposite baryon number ✓ «so quark-antiquark pair»
ALTERNATIVE 2
attempt to apply conservation law of charge to the overall reaction ✓
charge of X is −1 ✓
this is only possible if constituent quarks of X have charges of and ✓
«so quark-antiquark pair»
ALTERNATIVE 3
attempt to apply conservation law of baryon number OR charge to each vertex ✓
at first vertex, the unknown particle has charge OR baryon number hence a quark ✓
at second vertex, the unknown particle has charge OR baryon number hence an antiquark ✓
Generally, a well answered question for MP1 and 2 but details of the quarks were often missed for MP3.

The energy released in the decay is of the order of 108 eV.
Estimate, using the uncertainty principle, the mean lifetime of the delta baryon.
[2]
OR seen ✓
Δt «s» ✓
Award [2] for a BCA.
Award [1] for an answer of 5.3 × 10−43 s.
Allow ECF from MP1.
The most common problem was no conversion from eV.
