Showing posts with label math. Show all posts
Showing posts with label math. Show all posts

SOAL UJIAN AKHIR SEKOLAH MATEMATIKA






Bagi anak - anak yang ingin mengetahui kemampuannya dalam menghadapi Ujian Akhir Sekolah dan Ujian Nasional Tahun 2017 Bisa mengerjakan soal berikut ini , caranya klik tautan di bawah ini , kemudian isikan nama lengkap dan kelas kalian masing masing. Setelah selesai mengerjakan soal maka klik kirim. Ok selamat mengerjakan

klik link berikut ini untuk memulai

SOAL UJIAN AKHIR SEKOLAH MATEMATIKA

ULANGAN BARISAN DAN DERET BILANGAN

Bagi siswa / i kelas 9.4 , 9.5 dan 9.6  SMPN 4 Bagan Sinembah , berikut ini soal

ULANGAN HARIAN 1 TENTANG BARISAN DAN DERET BILANGAN

Langkah - langkah : ( SAMA SEPERTI ULANGAN HARIAN I )
1. Jangan lupa berdoa dulu
2. Masukkan password ( minta sama gurunya ya )
3. Ketikkan email dan username ( nama kamu ) karena jawaban kamu nanti akan dikirim lewat email lalu klik start
4. Ketikkan email , nama , dan kelas ( wajib diisi ya ) karena jawaban kamu nanti akan dikirim lewat email
5. Kerjakan soal dengan sebik baiknya sampai mencapai batas KKM

Semoga berhasil ya
klik link berikut ini untuk memulai

soal barisan dan deret bilangan  

catatan : 
Sebelum soal ditampilkan akan muncul pop up , tunggu 5 detik lalu klik lewati / skipad 

SOAL MID SEMESTER MATEMATIKA KELAS 8 SMPN4 BAGAN SINEMBAH

Bagi siswa / i kelas 8.6 SMPN 4 Bagan Sinembah , berikut ini soal untuk mid semester
Langkah - langkah :
1. Jangan lupa berdoa dulu
2. Masukkan ID Pengguna dan password yang telah diberikan

3. Ketikkan nama dan nomor absen

4. Kerjakan soal dengan sebik baiknya sampai mencapai batas KKM

Semoga berhasil ya
klik link berikut ini untuk memulai

mid semester loro.swf

Jika link di atas tidak dapat dibuka gunakan link di bawah ini

soal mid semester 2.swf

SOAL PERSIAPAN UN MATEMATIKA 2013

Akhir bulan April merupakan babak final bagi siswa SMP yaitu UN sebagai persiapan berikut ini soal yang bisa dikerjakan , nah selamat mencoba TEST YOUR MIGHT tunggu loadingnya sampai 100%

Isikan email anda ( jika memiliki / jika tidak kosongkan saja) hasil pekerjaan anda nanti akan dikirim via email yang kamu isikan
Nama ( harus )
Kelas ( wajib )


QUIZ SAYA PASTI BISA

Tentukan nilai A !
Ketentuan menjawab :
Cukup tuliskan jawabanmu ;
A = .....
dan kirimkan jawaban langsung kepada Pak Dedi atau lewat komentar di bawah. Ada hadiahnya lho !!!!!




RPP BERKARAKTER MATEMATIKA KELAS IX


Bagi Bapak dan Ibu guru yang membutuhkan rpp berkarakter monggo dilihat - lihat

KLIK BUKA UNTUK MELIHAT:
RPP 5.2 PERT 8 edit
UNTUK DOWNLOAD MONGGO DI BAWAH INI
  1. KD 1.1
    1. pert 1
    2. pert 2
    3. pert 3
  2. KD 1.2
    1. pert 1
    2. pert 2
    3. pert 3
  3. KD 1.3
    1. pert 1
    2. pert 2 , 3
  4. KD 2.1
    1. pert 1
    2. pert 2
  5. KD 2.2
    1. pert 1
    2. pert 2
    3. pert 3
    4. pert 4
    5. pert 5
    6. pert 6
    7. pert 7
    8. pert 8
    9. pert 9
    10. pert10
    11. pert 11
    12. pert 12
    13. pert 13
  6. KD 2.3
    1. pert 1
    2. pert 2
    3. pert 3
    4. pert 4
  7. KD 3.1
    1. pert 1
    2. pert 2
    3. pert 3
  8. KD 3.2
    1. pert 1
    2. pert 2
    3. pert 3
    4. pert 4
    5. pert 5
  9. KD 4.1
    1. pert 1
    2. pert 2
  10. KD 4.2
    1. pert 1
    2. pert 2
    3. pert 3
SEMESTER 2
    1. KD 5.1
      1. PERT 1
      2. PERT 2
      3. PERT 3
      4. PERT 4
      5. PERT 5
    2. KD 5.2
      1. PERT 1
      2. PERT 2
      3. PERT 3
      4. PERT 4
      5. PERT 5
      6. PERT 6
      7. PERT 7
      8. PERT 8
    3. KD 5.3
      1. PERT 1
      2. PERT 2
    4. KD 6.1
      1. PERT 1
      2. PERT 2
      3. PERT 3
    5. KD 6.2
      1. PERT 1
      2. PERT 2
      3. PERT 3
    6. KD 6.3
      1. PERT 1
      2. PERT 2
      3. PERT 3
    7. KD 6.4
      1. PERT 1
      2. PERT 2

    POLA BILANGAN SEDERHANA

    LKS 6.1
    link download
     POLA BILANGAN SEDERHANA

    OPERASI HITUNG BILANGAN BERPANGKAT DAN BENTUK AKAR



    LINK DOWNLOAD
    OPERASI HITUNG  BILANGAN BERPANGKAT DAN BENTUK AKAR 

    LKS 5.2OPERASI HITUNG  BILANGAN BERPANGKAT DAN BENTUK AKAR 

    LATIHAN MENJELANG UJIAN SEMESTER GANJIL KELAS VIII


    Berikut ini soal latihan matematika menjelang ujian semester untuk kelas VIII ,



    LATIHAN PRA UJIAN SEMESTER GANJIL KELAS VIII
    File unduhan / download
    soal latihan
    kalau muncul pop up tunggu sampai 5 detik lalu klik skip ad lalu unduh 

    SOAL LATIHAN PRA UJIAN SEMESTER GANJIL KELAS IX


    Jangan lupa tuliskan nama anda




    CARA DOWNLOAD DI MEDIAFIRE

    Pertama
    Klik file yang ingin diunduh / didownload mialnya  LKS 1.1.2 KESEBANGUNAN DAN KEKONGRUENAN
    Maka akan muncul tampilan sebagai berikut :
    Kedua
    Klik download yang berwarna hijau di sudut paling kanan atas , lalu akan muncul tampilan :
    Ketiga
    Klik download yang diberi tanda dan tunggu sampai proses selesai
    Copy file tersebut ke flashdisk atau komputer
    Lakukan cara yang sama untuk file - file yang lain .
    Terima Kasih .

    DERET ARITMATIKA DAN DERET GEOMETRI

    Barisan dan deret
    untuk membaca:

    Barisan dan deret -
    File Unduhan
    DERET ARITMATIKA DAN DERET GEOMETRI
    atau
    DERET ARITMATIKA DAN DERET GEOMETRI

    BARISAN ARITMATIKA DAN BARISAN GEOMETRI

    Barisan dan deret
    untuk membaca:

    Barisan dan deret -
    File Unduhan
    BARISAN ARITMATIKA DAN BARISAN GEOMETRI
    atau
    BARISAN ARITMATIKA DAN BARISAN GEOMETRI

    OPERASI BILANGAN BERPANGKAT DAN BENTUK AKAR

    Bilangan Berpangkat
    untuk membaca:

    Bilangan Berpangkat -
    File Unduhan
    OPERASI BILANGAN BERPANGKAT DAN BENTUK AKAR
    atau
    OPERASI BILANGAN BERPANGKAT DAN BENTUK AKAR

    Kesebangunan dan Kekongruenan

    Kesebangunan


    untuk membaca:

    Kesebangunan -
    Link download / Unduhan
    LKS Kesebangunan dan Kekongruenan
    LKS Kesebangunan dan Kekongruenan KD 1.1

    Panduan Pembuatan dan Pengisian daftar/leger nilai

    Salah satu tugas guru adalah mengevaluasi , hasil dari evaluasi dituangkan dalam format daftar nilai. Kemudian di akhir semester nilai - nilai tersebut direkap dan hasilnya dituangkan dalam buku laporan prestasi siswa ( rapor ). Berikut ini contoh Daftar Nilai

    Komponen Daftar Nilai dari contoh di atas adalah
    1. Identitas : meliputi mata pelajaran , kelas dan semester, dan Tahun pelajar ( sifatnya dinamis , disesuaikan dengan kesepakatan di sekolah masing-masing )
    2. No urut : diisi dengan nomor urut
    3. No.Induk : diisi dengan nomor induk siswa dan atau NISN 
    4. Nama : diisi dengan nama siswa 
    5. Nilai Tugas ( NT ) : diperoleh dari nilai tugas siswa seperti kuis, PR dan tugas lain yang relevan ( pada contoh hanya ada 4 boleh ditambah karena sifatnya dinamis ) 
    6. Rata - rata Nilai Tugas ( RT NT ) diperoleh dari rata - rata nilai tugas 
    7. Nilai Harian ( NH ) : diperoleh dari Ulangan Harian siswa atau tugas lain yang relevan ( pada contoh ada 7 , bisa disesuaikan )
    8. remedial ( rm ) : jika nilai harian siswa di bawah KKM maka diadakan kegiatan remedial nilai dicantumkan pada kolom remedial ( nilai remedial tidak melebihi KKM ) 
    9. Nilai Harian Defenitif ( NH Defenitif ) : merupakan nilai akhir tertulis untuk ulangan harian , misalkan KKM 65 nilai A adalah 50 setelah diadakan remedial maka si A memperoleh nilai 75 maka nilai defenitifnya adalah 65 
    10. Rata - rata nilai Harian ( RT NH ) : rata - rata dari NH defenitif
    11. NK : Nilai Kumulatif  diperoleh dari rata - rata (RT NT + 2 kali RT NH) 
    12. NILAI UJIAN BLOK /MID SEMESTER/SEMESTER : diperoleh dari nilai ulangan mid semester dan ulangan semester baik tertulis maupun praktik 
    13. rm : nilai ujian ulang 
    14. NUB defenitif : nilai akhir ujian blok 
    15. RT NUB : rata - rata nilai NUB defenitif
    16. NILAI RAPOR :  diperoleh dari rata - rata ( NK + 3 RT NUB ) 
    17. NR DEFENITIF : nilai rapor yang ditulis dirapor ( sudah dibulatkan )
    Panjang juga ya penjelasannya , bagi Bapak / Ibu guru yang memerlukan dapat diunduh DAFTAR NILAI .
    Untuk selanjutnya nilai bisa dicopy atau diketik manual ke Daftar Kolektif Rapor. Untuk panduannya bisa dilihat di panduan pembuatan dan pengisian DKN rapor .
     Sheetnya saya kunci bukan karena pelit tapi untuk mencegah hal - hal yang tidak diinginkan seperti kesalahan pengetikan, bagi yang ingin mengutak-atiknya saya ikhlaskan, passwordnya nama saya huruf kecil semua. 

    File unduhan 
    1. Daftar nilai ( mediafire )
    2. DKN Rapor ( mediafire)
    Bagi Bapak / Ibu yang tidak mau ribet bisa menghubungi saya cukup kirimkan :
    1. Nama sekolah
    2. NIS dan Nama Siswa
    3. Kelas dan semester
    4. Tahun Pelajaran
    5. Nama seluruh Guru dan Kepala Sekolah juga NIP ( jika ada )
    Dijamin gratis 

    Math History


    The area of study known as the history of mathematics is primarily an investigation into the origin of discoveries in mathematics and, to a lesser extent, an investigation into the mathematical methods and notation of the past.

    Before the modern age and the worldwide spread of knowledge, written examples of new mathematical developments have come to light only in a few locales. The most ancient mathematical texts available are Plimpton 322 (Babylonian mathematics c. 1900 BC), the Rhind Mathematical Papyrus (Egyptian mathematics c. 2000-1800 BC) and the Moscow Mathematical Papyrus (Egyptian mathematics c. 1890 BC). All of these texts concern the so-called Pythagorean theorem, which seems to be the most ancient and widespread mathematical development after basic arithmetic and geometry.

    The study of mathematics as a subject in its own right begins in the 6th century BC with the Pythagoreans, who coined the term "mathematics" from the ancient Greek μάθημα (mathema), meaning "subject of instruction".[5] Greek mathematics greatly refined the methods (especially through the introduction of deductive reasoning and mathematical rigor in proofs) and expanded the subject matter of mathematics.[6] Chinese mathematics made early contributions, including a place value system.[7][8] The Hindu-Arabic numeral system and the rules for the use of its operations, in use throughout the world today, likely evolved over the course of the first millennium AD in India and was transmitted to the west via Islamic mathematics.[9][10] Islamic mathematics, in turn, developed and expanded the mathematics known to these civilizations.[11] Many Greek and Arabic texts on mathematics were then translated into Latin, which led to further development of mathematics in medieval Europe.

    From ancient times through the Middle Ages, bursts of mathematical creativity were often followed by centuries of stagnation. Beginning in Renaissance Italy in the 16th century, new mathematical developments, interacting with new scientific discoveries, were made at an increasing pace that continues through the present day.

    1. Prehistoric mathematics
    2. Babilonian mathematics
    3. Egyptian Mathematics
    4. Greek Mathematics
    5. Chinese Mathematics
    6. Indian Mathematics
    7. Islamic Mathematics
    8. Medieval European Mathematics
    9. Rennaisance Mathematics
    10. Mathematics during the scientific Revolution
    11. Modern Mathematics
    12. Future of Mathematics

    Source : wikipedia

    Multiple Intellegence

    People used to think that a person's intelligence is singular, ie, in an iq (Intellegence qountient) as we familiar with. The negative impact of this perception is that low student intelligence "traditional academic", ie, mathematical and verbal (the words) if not valued in school and the wider community. now tradition that has lasted nearly a century, has been found the mass was a lot of human intelligence. intelligence is multidimensional, many branches. So there's no dumb students, each student had a clump of intelligence!

    Logical-mathematical

    This area has to do with logic, abstractions, reasoning and numbers and critical thinking. While it is often assumed that those with this intelligence naturally excel in mathematics, chess, computer programming and other logical or numerical activities, a more accurate definition places less emphasis on traditional mathematical ability and more on reasoning capabilities, recognizing abstract patterns, scientific thinking and investigation and the ability to perform complex calculations.[citation needed] Logical reasoning is closely linked to fluid intelligence and to general ability.[6]

    SpatialMain article: Spatial intelligence (psychology) This area deals with spatial judgment and the ability to visualize with the mind's eye. Careers which suit those with this type of intelligence include artists, designers and architects. A spatial person is also good with puzzles.[citation needed] Spatial ability is one of the three factors beneath g in the hierarchical model of intelligence.

    Linguistic This area has to do with words, spoken or written. People with high verbal-linguistic intelligence display a facility with words and languages. They are typically good at reading, writing, telling stories and memorizing words along with dates. They tend to learn best by reading, taking notes, listening to lectures, and by discussing and debating about what they have learned.[citation needed] Those with verbal-linguistic intelligence learn foreign languages very easily as they have high verbal memory and recall, and an ability to understand and manipulate syntax and structure.[citation needed] Verbal ability is one of the most g-loaded abilities.[7]

    Bodily-kinesthetic

    Main article: Kinesthetic learning The core elements of the bodily-kinesthetic intelligence are control of one's bodily motions and the capacity to handle objects skillfully (206). Gardner elaborates to say that this intelligence also includes a sense of timing, a clear sense of the goal of a physical action, along with the ability to train responses so they become like reflexes.
    In theory, people who have bodily-kinesthetic intelligence should learn better by involving muscular movement (e.g. getting up and moving around into the learning experience), and are generally good at physical activities such as sports or dance. They may enjoy acting or performing, and in general they are good at building and making things. They often learn best by doing something physically, rather than by reading or hearing about it. Those with strong bodily-kinesthetic intelligence seem to use what might be termed "muscle memory," drawing on it to supplement or in extreme cases even substitute for other skills such as verbal memory.
    Careers that suit those with this intelligence include: athletes, pilots, dancers, musicians, actors, surgeons, builders, police officers, and soldiers. Although these careers can be duplicated through virtual simulation, they will not produce the actual physical learning that is needed in this intelligence.[8]

    Musical

    Further information: auditory learning This area has to do with sensitivity to sounds, rhythms, tones, and music. People with a high musical intelligence normally have good pitch and may even have absolute pitch, and are able to sing, play musical instruments, and compose music. Since there is a strong auditory component to this intelligence, those who are strongest in it may learn best via lecture. Language skills are typically highly developed in those whose base intelligence is musical. In addition, they will sometimes use songs or rhythms to learn. They have sensitivity to rhythm, pitch, meter, tone, melody or timbre.
    Careers that suit those with this intelligence include instrumentalists, singers, conductors, disc jockeys, orators, writers and composers.
    Research measuring the effects of music on second language acquisition is supportive of this music-language connection. In an investigation conducted on a group of elementary-aged English language learners, music facilitated their language learning. [9] Gardner's theory may help to explain why music and its sub-componenets (i.e., stress, pitch, rhythm) may be viable vehicles for second language learning.

    Interpersonal This area has to do with interaction with others. Interpersonal intelligence is the ability to understand others. In theory, individuals who have high interpersonal intelligence are characterized by their sensitivity to others' moods, feelings, temperaments and motivations, and their ability to cooperate in order to work as part of a group. According to Gardner in, How Are Kids Smart: Multiple Intelligences in the Classroom, "Inter- and Intra- personal intelligence is often misunderstood with being extroverted or liking other people..."[10] Interpersonal intelligence means that you understand what people need to work well. Individuals with this intelligence communicate effectively and empathize easily with others, and may be either leaders or followers. They typically learn best by working with others and often enjoy discussion and debate.
    Careers that suit those with this intelligence include sales, politicians, managers, teachers and social workers.[11]

    Intrapersonal This area has to do with introspective and self-reflective capacities. This refers to having a deep understanding of the self; what your strengths/ weaknesses are, what makes you unique, being able to predict your own reactions/emotions. Philosophical and critical thinking is common with this intelligence. Many people with this intelligence are authors, psychologists, counselors, philosophers, and members of the clergy.

    Naturalistic This area has to do with nurturing and relating information to one’s natural surroundings. Examples include classifying natural forms such as animal and plant species and rocks and mountain types; and the applied knowledge of nature in farming, mining, etc. Careers which suit those with this intelligence include naturalists, farmers and gardeners.

    Existential Some proponents of multiple intelligence theory proposed spiritual or religious intelligence as a possible additional type. Gardner did not want to commit to a spiritual intelligence, but suggested that an "existential" intelligence may be a useful construct.[12] The hypothesis of an existential intelligence has been further explored by educational researchers.[13]
    Ability to contemplate phenomena or questions beyond sensory data, such as the infinite and infinitesimal. Careers or callings which suit those with this intelligence include shamans, priests, mathematicians, physicists, scientists, cosmologists and philosophers.

    source : wikipedia