Kutsvaga radius/nzvimbo/vhoriyamu yebhora (bhora) rakatenderedzwa necylinder

Muchinyorwa chino, tichaona kuti tingawana sei radius yebhora rakatenderedzwa kutenderedza silinda yekurudyi, pamwe nenzvimbo yaro uye huwandu hwebhora rakasungwa nebhora iri.

Kutsvaga radius yebhora/bhora

Nezve chero ipi zvayo inogona kutsanangurwa (kana mune mamwe mazwi, shandisa cylinder mubhora) - asi imwe chete.

Kutsvaga radius/nzvimbo/vhoriyamu yebhora (bhora) rakatenderedzwa necylinder

  • Pakati penzvimbo yakadaro ichava pakati pe cylinder, kwatiri isu ipfungwa O.
  • O1 и O2 ndidzo nzvimbo dzezvigadziko zvehumburumbira.
  • O1O2 - humburumbira kureba (H).
  • OO1 = OO2 = h/2.

Zvinogona kuonekwa kuti radius ye circumscribed sphere (URI), hafu yehurefu hwehumburumbira (OO1)  uye upamhi hwechigadziko chayo (O1E) gadzira gonyo rekurudyi OO1E.

Kutsvaga radius/nzvimbo/vhoriyamu yebhora (bhora) rakatenderedzwa necylinder

Tichishandisa izvi tinogona kuwana hypotenuse yegonyonhatu iyi, inovawo radius yebhora rakatenderedzwa pamusoro pehumburumbira yakapihwa:

Kutsvaga radius/nzvimbo/vhoriyamu yebhora (bhora) rakatenderedzwa necylinder

Kuziva radius ye sphere, unogona kuverenga nzvimbo (S) pamusoro uye huwandu hwayo (V) bhora rakaganhurwa nebhora:

  • S = 4 ⋅ π ⋅ R2
  • S= 4/3 ⋅ π ⋅ R3

Cherechedza: π yakatenderedzwa yakaenzana ne3,14.

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