FISIKA
1. Mengerjakan semua soal Essay Latihan Akhir BAB GERAK LURUS
ditulis dikertas folio, awali dengan menulis basmallah
format tulisan sebagai berikut
Diketahui : .....................
Ditanya : ........................
Jawab : ...........................
MATEMATIKA WAJIB & MINAT
1. Mengerjakan kembali soal-soal PAS matematika wajib & minat (soal PG & Essay seratakan caranya)
kerjakan di kertas HVS ukuran F4/Legal
gunakan pulpen tinta biru
PAI
1. Tilawah setiap hari minimal 5 lembar.
2. Menghafal QS Ali Imran ayat 159 beserta artinya (tentang musyawarah)
BAHASA INDONESIA
1. Membuat karangan teks eksposisi dengan tema : LIBURAN
BAHASA INGGRIS
1. Mengerjakan kembali soal UAS Bahasa Inggris di kertas folio dengan
menulis kembali soalnya baik soal Pilihan Ganda maupun Essay dan diberikan
penjelasan ( penjelasannya boleh menggunakan Bahasa Indonesia).
BIOLOGI
1. Membuat mind mapp mater PLANTAE & ANIMALIA
KIMIA
1. Jelaskan cara membedakan senyawa ion dengan senyawa organik!
2. Apa kekurangan sistem periodik modern!
Tuesday 18 December 2018
TUGAS LIBURAN OLEH-OLEH UNTUK KELAS XI
Fisika :
1. Membuat 30 soal Essay tentang Fluida Dinamik beserta pembahasannya
(10 soal konsep, 20 soal perhitungan yang menggunakan rumus)
Ditulis lengkap beserta soalnya di kertas folio ( awali tulisan dengan basmallah)
dengan format :
SOAL .........
Diketahui : .......
Ditanya : ..........
Jawab : .............
Dikumpulkan tanggal 02 Januari 2019
Kelas XI.A => Kumpulkan ke PJ ikhwan = M. Rafi Putra Z
Kelas XI.B => Kumpulkan ke PJ akhwat = Syafanisa
Kemudian, PJ mengumpulkan ke meja Bu Muti
Kimia :
1. Mengapa penggunaan BBM harus dibatasi? ........................
2. Mengapa makanan yang dikeringkan tidak mudah membusuk? .............................
Bahasa Indonesia :
1. Menganalisis struktur teks eksplanasi.
(Teks eksplanasinya temanya boleh bebas, boleh tentang fenomena alam/sosial)
diketik rapi & dikumpulkan saat masuk sekolah tanggal 2 Januari 2019
PAI :
1. Tilawah setiap hari minimal 5 lembar.
2. Menghafal QS Al Maidah ayat 48 beserta artinya (tentang berlomba dalam kebaikan)
Bahasa Inggris :
1. Mengerjakan kembali soal UAS Bahasa Inggris di kertas folio dengan menulis kembali soalnya baik soal Pilihan Ganda maupun Essay dan diberikan penjelasan ( penjelasannya boleh menggunakan Bahasa Indonesia).
Matematika :
1. Membuat 40 soal Eessay dan pembahasannya
- Materi Trigonometri (10 soal)
- Materi SPtLDV (10 soal)
- Materi Matriks (10 soal)
- Materi Geometri Transformasi (10 soal)
Menggunakan kertas folio
Biologi :
1. Mengerjakan soal
(Lampiran soal biologi kelas XI, silahkan cek di grup WA siswa SMAIT Al Fidaa)
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)
1. Membuat 30 soal Essay tentang Fluida Dinamik beserta pembahasannya
(10 soal konsep, 20 soal perhitungan yang menggunakan rumus)
Ditulis lengkap beserta soalnya di kertas folio ( awali tulisan dengan basmallah)
dengan format :
SOAL .........
Diketahui : .......
Ditanya : ..........
Jawab : .............
Dikumpulkan tanggal 02 Januari 2019
Kelas XI.A => Kumpulkan ke PJ ikhwan = M. Rafi Putra Z
Kelas XI.B => Kumpulkan ke PJ akhwat = Syafanisa
Kemudian, PJ mengumpulkan ke meja Bu Muti
Kimia :
1. Mengapa penggunaan BBM harus dibatasi? ........................
2. Mengapa makanan yang dikeringkan tidak mudah membusuk? .............................
Bahasa Indonesia :
1. Menganalisis struktur teks eksplanasi.
(Teks eksplanasinya temanya boleh bebas, boleh tentang fenomena alam/sosial)
diketik rapi & dikumpulkan saat masuk sekolah tanggal 2 Januari 2019
PAI :
1. Tilawah setiap hari minimal 5 lembar.
2. Menghafal QS Al Maidah ayat 48 beserta artinya (tentang berlomba dalam kebaikan)
Bahasa Inggris :
1. Mengerjakan kembali soal UAS Bahasa Inggris di kertas folio dengan menulis kembali soalnya baik soal Pilihan Ganda maupun Essay dan diberikan penjelasan ( penjelasannya boleh menggunakan Bahasa Indonesia).
Matematika :
1. Membuat 40 soal Eessay dan pembahasannya
- Materi Trigonometri (10 soal)
- Materi SPtLDV (10 soal)
- Materi Matriks (10 soal)
- Materi Geometri Transformasi (10 soal)
Menggunakan kertas folio
Biologi :
1. Mengerjakan soal
(Lampiran soal biologi kelas XI, silahkan cek di grup WA siswa SMAIT Al Fidaa)
Monday 17 December 2018
TUGAS LIBURAN PAS GANJIL 2018 MAPEL UN UNTUK KELAS XII
TUGAS LIBURAN PAS
GANJIL SEMESTER 1 (KELAS XII)
(NOTE : DIKUMPULKAN PADA HARI RABU, 02 JANUARI 2019 KE GURU MAPEL UN MASING-MASING)
Ø
TUGAS
LIBURAN BAHASA INDONESIA KELAS XII
“Menganalisis
unsur-unsur/bagian-bagian resensi buku atau novel. Buku/novel yang akan
diresensi judulnya bebas asal tidak mengandung unsur kebencian/SARA, DIKETIK RAPI”.
Ø
TUGAS
LIBURAN KIMIA KELAS XII
“ Membuat ringkasan materi tentang Polimer dan mencari 10 soal UN tentang polimer
beserta pembahasannya ditulis di buku catatan masing-masing ”.
Ø
TUGAS
LIBURAN FISIKA KELAS XII
“ Membuat ringkasan
materi tentang di bawah ini, dan mencari soal UN tiap
materinya beserta cara penyelesaiannya , dikerjakan di buku catatan masing-masing:
1. Medan/induksi magnet (Ringkasan materi + 3
buah soal+ cara penyelesaiannya)
2. Gaya Lorentz (Ringkasan materi + 2 buah
soal+ cara penyelesaiannya)
3. Induksi elektromagnet/GGL induksi (Ringkasan
materi + 2 buah soal+ cara penyelesaiannya)
4. Transformator (transformator ideal dan
efisiensi transformator) (Ringkasan materi + 3 buah soal+ cara penyelesaiannya).
Ø
TUGAS
LIBURAN BAHASA INGGRIS KELAS XII
“Mencari dan mengerjakan
soal UN Bahasa Inggris No. 1-50 tahun 2018 dengan menggunakan penjelasan dan
juga untuk listeningnya diberikan penjelasan, dikerjakan di kertas folio
bergaris menggunakan pulpen biru”
Ø
TUGAS
LIBURAN BIOLOGI KELAS XII
“Mencari dan
mengerjakan soal UN Biologi no 1-40 tahun 2012-2013 beserta pembahasannya di
kertas folio bergaris”.
Ø
TUGAS
LIBURAN MATEMATIKA KELAS XII
“Mengerjakan kembali soal PAS Matematika menggunakan
langkah-langkah penyelesaian di kertas folio bergaris.”
Kunci
jawaban PAS MATEMATIKA
1. D 11. C 21. B 31.
D
2. B 12. D 22. C 32.
D
3. A 13. C 23. E 33.
C
4. D 14. E 24. C 34.
C
5. A 15. D 25. A 35.
D
6. A 16. C 26. C 36.
D
7. D 17. B 27. A 37.
-5
8. A 18. A 28. C 38.
3
9. C 19. B 29. A 39.
330
10. A 20. D 30. B 40.
80
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