If the beam power increases while the area remains constant, intensity will?

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Multiple Choice

If the beam power increases while the area remains constant, intensity will?

Explanation:
Intensity is the power per unit area. If the beam’s cross-sectional area stays the same, any increase in power means more energy is crossing that same area every second, so the intensity goes up. Since I = P/A and A is constant, I changes directly with P. Doubling the power doubles the intensity, and so on. That’s why the beam’s intensity increases when power increases while the area remains fixed.

Intensity is the power per unit area. If the beam’s cross-sectional area stays the same, any increase in power means more energy is crossing that same area every second, so the intensity goes up. Since I = P/A and A is constant, I changes directly with P. Doubling the power doubles the intensity, and so on. That’s why the beam’s intensity increases when power increases while the area remains fixed.

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