Four different independent waves are represented by i) y1=a1 sin ωt ii) y2=a2 sin 2ωt iii) y3=a3 cos ωt iv) y4=a4sin(ωt+π3) With which two waves is the interference possible?

Four different independent waves are represented by i) y1=a1 sin ωt i

1.	Four different independent waves are represented by i) y1=a1 sin ωt ii) y2=a2 sin 2ωt iii) y3=a3 cos ωt iv) y4=a4sin(ωt+π3) With which two waves is the interference possible?
Answer» Four different independent waves are represented by i) $y_{1} = a_{1} s i n ω t$ ii) $y_{2} = a_{2} s i n 2 ω t$ iii) $y_{3} = a_{3} c o s ω t$ iv) $y_{4} = a_{4} s i n (ω t + \frac{π}{3})$ With which two waves is the interference possible?

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Four different independent waves are represented by i) y1=a1 sin ωt ii) y2=a2 sin 2ωt iii) y3=a3 cos ωt iv) y4=a4sin(ωt+π3) With which two waves is the interference possible?

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