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F = ma: Prop Carrying and the Physics of the Festival Crew

Festival context —Prop construction with carpentry and wielding, carrying risers and equipment, fight scenes, and performer lifts during the Cry of Jelicuon reenactment

S9FE-IIb-17Grade 9 · Quarter 2Relate Force, Mass, and Acceleration

Why Male Teachers Push the Risers and Female Teachers Carry the Props

Cry of Jelicuon troupe in a synchronized forward charge stance, blades extended.
The troupe drives forward in formation — a coordinated force that sets the whole line in motion. The same push moves a light prop faster than a heavy riser: F = ma.

After every Cry of Jelicuon performance, the venue must be cleared quickly for the next school's presentation. Male teachers are assigned to push the heavy risers (bamboo hut structures on wheels), while female teachers hand-carry smaller props. This division of labor is, unknowingly, a practical application of Newton's Second Law: F = ma.

Newton's Second Law states that the acceleration of an object is directly proportional to the net force applied and inversely proportional to the object's mass. A 40 kg riser and a 1 kg prop respond very differently to the same push force — the lighter prop accelerates far more quickly.

Comprehension Check

If the same force is applied to a heavy riser and a light costume prop, the lighter object will accelerate .

This also explains why performers need to apply more force to carry heavier props during their dance. A performer wielding a heavy bolo replica needs stronger arm muscles than one carrying a lightweight banner — the same desired acceleration requires proportionally more force for greater mass.

Cry of Jelicuon performers among the tall, heavy stage set pieces
Cry of Jelicuon stage footage (New Lucena) — tall, heavy set pieces fill the performance ground. To get a massive prop moving, the bigger the mass (m), the more force (F) it takes for the same acceleration (a) — Newton's Second Law, F = ma, in plain sight.

Fight Scene Contrast: Heavier Props, Greater Force Required

During the war reenactment, male performers execute strong, aggressive movements while carrying heavier props like wooden rifles and bolo swords. The additional mass from these props compels each performer to exert greater muscular force just to achieve the same acceleration as a performer without props. Female performers, by contrast, typically carry lighter props — baskets, lamps, and agricultural replicas — which require far less force for the same sweeping gestures. This contrast within a single performance illustrates Newton's Second Law in a vivid way: the choreography is physically identical in timing, but the force demands on each performer are determined entirely by the mass they carry.

Worked Example
Given
F=120 Nm=60 kg
1Formulaa = F / m
2Substitutea = 120 / 60
3Answera = 2 m/s²

A 60 kg riser pushed with 120 N accelerates at 2 m/s² — it takes about 2 seconds to reach walking speed (4 m/s) from rest.

Try It Yourself

Now you try: what net force is needed to give a 5 kg prop shield an acceleration of 3 m/s²?

m = 5 kg, a = 3 m/s²

Comprehension Check

According to Newton's Second Law, if mass doubles and force stays constant, acceleration is .