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- Show that the directivity for a source with unidirectional power pattern given by U=Umcosn Īø can be expressed as D=2(n 1) PDF
- Show that the directivity for a source with unidirectional power pattern given by U=Umcosn Īø can be expressed as D=2(n 1).
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- Show that if f is Riemann integrable on [a,b] and m ⤠f(x) ⤠M for all x ā [a,b], then int_a^b f(x)dx = (bāa)µ for some µ such t
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