Ukuthola irediyasi/indawo/ivolumu yendilinga (ibhola) esokiwe mayelana nekhoni

Kulolu shicilelo, sizocubungula indlela yokuthola i-radius yendilinga ezungezwe mayelana ne-cone, kanye nendawo yayo engaphezulu kanye nomthamo webhola eliboshwe yilo mkhakha.

Okuqukethwe

Ukuthola indawo engaba yindilinga/ibhola

Noma yimuphi angachazwa. Ngamanye amazwi, ikhoni ingabhalwa kunoma iyiphi i-sphere.

Ukuthola irediyasi/indawo/ivolumu yendilinga (ibhola) esokiwe mayelana nekhoni

Ukuthola indawo engaba yindilinga (ibhola) ezungezwe mayelana nekhoni, sidweba ingxenye ye-axial yekhoni. Ngenxa yalokho, sithola unxantathu we-isosceles (kithi - ABC), okuzungeza kuyo indilinga enobubanzi r.

Ukuthola irediyasi/indawo/ivolumu yendilinga (ibhola) esokiwe mayelana nekhoni

I-cone base radius (R) ilingana nengxenye yesisekelo sikanxantathu (BC), kanye namajeneretha (l) - izinhlangothi zayo (AB и BC).

Irediyasi yombuthano (r)kuzungeza unxantathu ABC, phakathi kwezinye izinto, i-radius yebhola elizungezwe mayelana nekhoni. Itholakala ngokwamafomula alandelayo:

1. Nge-generatrix kanye nerediyasi yesisekelo sekhoni:

Ukuthola irediyasi/indawo/ivolumu yendilinga (ibhola) esokiwe mayelana nekhoni

2. Ngobude kanye ne-radius yesisekelo sekhoni

Ukuthola irediyasi/indawo/ivolumu yendilinga (ibhola) esokiwe mayelana nekhoni

Ukuphakama (h) Ikhoni ingxenye BE ezithombeni ezingenhla.

Amafomula wendawo kanye nevolumu ye-sphere/ibhola

Ukwazi irediyasi (r) ungathola indawo engaphezulu (S) izinhlayiya nevolumu (V) i-sphere eboshwe yilo mkhakha:

Ukuthola irediyasi/indawo/ivolumu yendilinga (ibhola) esokiwe mayelana nekhoni

Ukuthola irediyasi/indawo/ivolumu yendilinga (ibhola) esokiwe mayelana nekhoni

Qaphela: π ukuzungeza kulingana no-3,14.

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