Which of the following expressions accurately describes how these two distinct waves will combine? We call this interaction the principle of superposition. Y₁ x y2 = sin(x - 2πt) = sin(+2πt) 31 X 3/2 = sin((7 – 27t)× (E +27)) =sin( tra 4 + t-4π²1²) Y₁ + y2 = sin(πx − 2πt) + sin(+2nt) 3₁ +32 = sin(x - 2πt+2+2nt) = sin(³7²)

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Which of the following expressions accurately describes how these two distinct waves will combine? We call this interaction the principle of superposition.
Y₁ × Y₂ = sin(x − 2πt) × sin(™ +2πt)
y₁ x y2 = sin((x - 2πt) × (2+2nt)) ) = sin(*²2² + ²xt − 47²t²
Y₁ + y2 = sin(x - 2πt) + sin(+2πt)
31+32 =sin(7 – 2nt + % +27t) =sin(37)
Transcribed Image Text:Which of the following expressions accurately describes how these two distinct waves will combine? We call this interaction the principle of superposition. Y₁ × Y₂ = sin(x − 2πt) × sin(™ +2πt) y₁ x y2 = sin((x - 2πt) × (2+2nt)) ) = sin(*²2² + ²xt − 47²t² Y₁ + y2 = sin(x - 2πt) + sin(+2πt) 31+32 =sin(7 – 2nt + % +27t) =sin(37)
y₁ = sin(x - 2πt)
and
Y2 = sin(+2πt)
Transcribed Image Text:y₁ = sin(x - 2πt) and Y2 = sin(+2πt)
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