Ψ(x) = $\sqrt{\frac{32}{L^3}}$ [sin( $\frac{\pi x}{L}$ ).cos( $\frac{\pi x}{L}$ ).sin( $\frac{2\pi y}{L}$ ).sin( $\frac{\pi z}{L}$ )]Find the value of E 221 : E 111 .

Question

Ψ(x) =  $\sqrt{\frac{32}{L^3}}$ [sin( $\frac{\pi x}{L}$ ).cos( $\frac{\pi x}{L}$ ).sin( $\frac{2\pi y}{L}$ ).sin( $\frac{\pi z}{L}$ )]Find the value of E 221 : E 111 .

cdquestions Admin · Accepted Answer

The correct answer is : 3:1

Ψ(x) = \(\sqrt{\frac{32}{L^3}}\)[sin(\(\frac{\pi x}{L}\)).cos(\(\frac{\pi x}{L}\)).sin(\(\frac{2\pi y}{L}\)).sin(\(\frac{\pi z}{L}\))]Find the value of E₂₂₁: E₁₁₁.

Solution and Explanation

Top GATE CY Questions

Ψ(x) = \(\sqrt{\frac{32}{L^3}}\)[sin(\(\frac{\pi x}{L}\)).cos(\(\frac{\pi x}{L}\)).sin(\(\frac{2\pi y}{L}\)).sin(\(\frac{\pi z}{L}\))]Find the value of E221: E111.

Solution and Explanation

Top GATE CY Questions

Ψ(x) = \(\sqrt{\frac{32}{L^3}}\)[sin(\(\frac{\pi x}{L}\)).cos(\(\frac{\pi x}{L}\)).sin(\(\frac{2\pi y}{L}\)).sin(\(\frac{\pi z}{L}\))]Find the value of E₂₂₁: E₁₁₁.