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derivation Derivation of Newton's Second Law of Motion

How does one derive the equation that F=Δp/Δt$F=Δp/Δt$ without using F=ma$F=ma$? I reviewed Deriving $F = ma$ - Newton's Second Law of MotionDeriving $F = ma$ - Newton's Second Law of Motion, but it just assumed F=Δp/Δt$F=Δp/Δt$.

derivation of Newton's Second Law of Motion

How does one derive the equation that F=Δp/Δt without using F=ma? I reviewed Deriving $F = ma$ - Newton's Second Law of Motion, but it just assumed F=Δp/Δt.

Derivation of Newton's Second Law of Motion

How does one derive the equation that $F=Δp/Δt$ without using $F=ma$? I reviewed Deriving $F = ma$ - Newton's Second Law of Motion, but it just assumed $F=Δp/Δt$.

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derivation of Newton's Second Law of Motion

How does one derive the equation that F=Δp/Δt without using F=ma? I reviewed Deriving $F = ma$ - Newton's Second Law of Motion, but it just assumed F=Δp/Δt.