causes thermal expansion in length, so radius of gyration (K) increases, hence moment of inertia (I)=MK2 increases. So reason (R) is correct, but angular momentum remains conserved according to law of conservation of angular momentum because external torque, (τ)=0 So; L= constant =Iω (before heating) I1ω1=I2ω2 (After heating) ⇒‌‌‌
ω2
ω1
=‌
I1
I2
Since, I2>I1 ∴‌‌
ω2
ω1
<1 ∴‌ω2<ω1 Hence, its angular speed decreases.