Dotas 2 riņķa līnijas ar dažādiem rādiusiem, kāds ir iespējamais kopīgo pieskaru[br]skaits, atkarībā no to novietojuma.
[b]Ja nepieciešami risināšanas soļi:[/b][br]1) Uzzīmē 2 riņķa līnijas ar rīku Circlewith Center[br]2) uzzīmē kopīgās pieskares ar rīku Tangents (izvēlies rīku un uzklikšķini uz abām r.l.)[br]3) Izvēlies kursoru (balto bultu) un kustini punktus[br]4) Izpēti kopīgās pieskares, atkarībā no r.l. novietojumiem[br] - pieskaras iekšēji[br] - pieskaras ārēji[br] - krustojas 2 punktos[br] - nekrustojas[br] - vina no r.l. atrodas otrā r.l.
Datu pārraidīšanai izmanto satelītus. Zemes rādiuss ir apmēram 6400 kilometrus garš, un satelīta attālums līdz Zemes virsmai ir 35 000 kilometru. Nosaki attālumu no satelīta S līdz uztveršanas punktiem A un B uz Zemes, kā arī līdz Zemes centram. Izmēri, cik liels leņķis veidojas starp stariem, kas uztver abus satelītus!(∠ASB)[br][img]data:image/png;base64,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[/img]