Mohlala oa thuto ea lipatlisiso tse tataisoang ke molao oa LKPD Archimedes

MAQEPHE A MOSEBETSI A BAITHUTI (LKPD)

Leqephe la Mosebetsi la Baithuti ba Molao la Archimedes le Tataisoang Mohlala oa ho Ithuta oa Lipotso

Lebitso: ……………………………………………

Sehlopha: ……………………………………………..….

I. LIPHEO TSA HO ITHUTA

1.1. Baithuti ba ka hopola (C1), ba utloisisa (C2), ba sebelisa (C3), msekaseka mehopolo ea (C4) le ho phethela (C5) ho phaphamala, Molao oa Archimedes le mehopolo ea ho phaphamala, ho hoholeha, ho teba

1.2. Baithuti ba ka rarolla lipotso tsa (C4) le ho lokisa (C6) mabapi le ho phaphamala le molao oa Archimedes.

1.3. Baithuti ba ka etsa liteko tsa (P2) hMolao oa Archimedes

1.4. Baithuti ba ka bontša (P3) le ho fumana (P5) gho na le ho phaphamala le hMolao oa Archimedes

II. MEHATO EA MOKHOA OA SAENSE

2.1. Ho Etsa Litebello

Sekepe

https://www.youtube.com/watch?v=kL59h2eDlN0

Sekepe sa metsing

https://www.youtube.com/watch?v=ZHNKGzVyotU

Balune ea moea

https://www.youtube.com/watch?v=APQdE4TJQJI

2.2. Ho Rala Bothata

Ka kopo, lokisa bothata ho latela video eo u e shebelletseng.

BALA HAPE Phetiso ea mocheso ka mahlaseli

Mohlala: Ke hobane'ng ha likepe tse kholo li phaphamala, ha lehlabathe le ntse le teba?

……… ….

………………………………………………………………………………………………………………………………………………………………………….

2.3. Ho Bokella Lintlha kapa Tlhahisoleseding

Ka kopo bala disebediswa tsa ho ruta tsa MOLAO WA ARCHIMEDES tse lokisitsweng ke titjhere ho fumana tsebo.

2.4. Ho Etsa Khopolo-taba

Khopolo-taba ke karabo e sa reroang kapa khakanyo e sa reroang mabapi le bothata bo ntseng bo fuputswa. Ka kopo ngola khakanyo ea hau mabapi le polelo ea bothata eo u e hlalositseng ka holimo. Hape, ngola likhakanyo mabapi le lipolelo tse peli tsa bothata tse ka tlase.

Haeba boima ba ntho bo feta matla a ho phaphamala, na ntho eo e a teba, e a phaphamala kapa e a phaphamala?

………………………………………………………………………………………………………….

Na boholo ba matla a ho phaphamala = boima ba mokelikeli o tlositsweng?

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2.5. Ho etsa liteko le ho tlatsa lintlha tsa liphetho tsa liteko

BALA HAPE Lipotso tsa mohlala oa tekanyo

Baithuti ba arotsoe ka lihlopha tse 6.

2.5.1. Lokisa lisebelisoa tsa liteko

Tlatsa kopi ea ho lekanya ka metsi ho fihlela e tletse.

2.5.2. Lekanya boima ba mojaro o moeeng o sebedisa dynamometer

w = ………………….. N

2.5.3. Lekanya boima ba mojaro ka metsing o sebedisa dynamometer

w_f= ………………….. N

2.5.4. Lekanya bophahamo ba metsi a tlositsoeng/a tšolohileng

V_moya = ………………….. ml

V_moya = ………………….. lithara (dm³)

V_moya = ………………….. m³

2.5.5. Bala boima ba metsi a tlositsoeng/a tšolohileng

m_moya = ρ V = (1000 kg/m³) (……….. m³)

m_moya = …….. kg

2.5.6. Bala boima ba metsi a tlositsoeng/a tšolohileng

w_moya = mg = (………….. kg(9,8 m/s²)

w_moya = ………….. N

2.6. Tlhahlobo ea Lintlha

2.6.1. Bala matla a ho phaphamala

Na ho na le phapang pakeng tsa boima ba mojaro moeeng le boima ba mojaro metsing? Phapang pakeng tsa boima ba mojaro moeeng le boima ba mojaro metsing e bakoa ke matla a ho phaphamala a hlahisoang ke metsi holim'a mojaro.

BALA HAPE Lipotso tse Fetolanang tsa Puisano ea Hona Joale

w – w_f=F_A = ………………….. N

2.6.2. Bapisa matla a ho phaphamala le boima ba metsi a tlositsweng/a tsholohileng

Boholo ba matla a phallang ke bofe (F)_A) na boima ba metsi a tlositsoeng/a tšolohileng bo tšoana le boima ba metsi a tlositsoeng/a tšolohileng? Haeba bo fapane, hlalosa hore na ke hobane'ng ha bo fapane, mohlomong ha ua ka ua ba hlokolosi ha u lekanya kapa u bala?

F_A = ………………….. N

w_moya = ………………….. N

……………………………………………………………………………………………………………………………………………………… ………..………………………………………………………….…………………………..…………………………………………..……………………..

2.7. Kesimpulan

Hlalosa qeto ea hau. Na liphetho tsa teko ea hau li lumellana le molao oa Archimedes?

……………………………………………………………………………………………………………………………

ITHUTE MEHLALA EA LIPOTSO TSE HLAHISITSOENG TSA HO RUTA MOLAO TSA ARCHIMEDES 'ME U ETSE LIPOTSO TSENA TSA HO ITLHAKISA

III. LIPOTSO TSA HO ITLHAKISA

Bula sehokelo sena 'me u etse lipotso tsa ho itlhakisa. Potso e le 'ngoe e nka metsotso e 3, lipotso tse 5 li nka metsotso e 15.

https://gurumuda.net/soal-ujian/soal-latihan-hukum-archimedes