Mathematics, 28.11.2019 05:31 unknown9263

Observe that the integral in the normalization condition can be separated into angular and radial components: ∫[infinity]0∫π0∫2π0|a1e−r/a|2r2sin( θ)dϕdθdr=[∫[infinity]0|a1e−r/a|2r2d r](∫π0∫2π0sin(θ)dϕdθ). find the value of the angular double integral (the expression in parentheses). express your answer in terms of π.

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Observe that the integral in the normalization condition can be separated into angular and radial co...