Kelompok: 10
RUMUS DAN FUNGSI MICROSOFT
EXCEL
Tugas ini dibuat dalam rangka memenuhi tugas pada
matakuliah:
Aplikasi Komputer
Disusun
Oleh:
Nama NPM
Ahmad Ramadhan (1611010391)
Dimas Aditia (1611010387)
Martia Sari (1611010379)
Semester/Kelas 2/H
Dosen Pengampu matakuliah:
Agus
Susanti, M.Pd.I.
JURUSAN PENDIDIKAN AGAMA ISLAM
FAKULTAS TARBIYAH
DAN KEGURUAN
UIN RADEN INTAN LAMPUNG
TAHUN AJARAN
2017
2017
KATA PENGANTAR
Segala
puji bagi Allah SWT yang telah memberikan nikmat serta hidayah-Nya terutama
nikmat kesempatan dan kesehatan sehingga penulisan makalah ini dapat selesai
tepat pada waktunya. Pembuatan makalah ini untuk memenuhi tugas pada mata
kuliah "Aplikasi Komputer". Shalawat
teriring salam kami haturkan kepada
baginda Nabi Muhammad SAW, kepada keluarga,
sahabat, dan para pengikut beliau yang setia sampai akhir zaman, semoga kita
semua mendapat safa’at beliau di yaumul qiamah kelak. Aamiin ya robbal ‘alamin.
Selanjutnya
kami ucapkan terima kasih yang sebesar-besarnya kepada dosen pengampu Ibu Agus
Susanti, M.Pd.I dan kepada segenap pihak yang telah memberikan
bimbingan serta arahan selama penulis makalah ini.
Dalam penulisan makalah ini kami sadari bahwa masih
banyak terdapat kekurangan dalam penulisannya, maka dari itu kami
mengharapkan kritik dan saran yang bersifat membangun dari para pembaca demi kesempurnaan makalah ini.
Bandar
Lampung, 12 Mei 2017
Penulis
DAFTAR ISI
Kata
Pengantar............................................................................................. ii
Daftar
Isi...................................................................................................... iii
BAB I. PENDAHULUAN
A. Latar
Belakang Masalah................................................................... 1
B. Rumusan
Masalah............................................................................ 2
C. Tujuan
Masalah................................................................................ 2
BAB II. PEMBAHASAN
A. Pengenalan
Microsoft Excel............................................................ 2
B. Istilah
dalam Microsoft Excel.......................................................... 3
C. Rumus
Microsoft Excel................................................................... 4
D. Fungsi
Microsoft Excel.................................................................... 8
BAB III. PENUTUP
A.
Kesimpulan...................................................................................... 10
B.
Saran................................................................................................ 10
DAFTAR PUSTAKA
BAB I
PENDAHULUAN
A.
Latar
Belakang Masalah
Dengan pesatnya kemajuan teknologi pada saat ini, menyebabkan kebutuhan
manusia semakin bertambah. Dewasa ini terdapat keterkaitan antara kemajuan
teknologi dengan bertambahnya kebutuhan manusia, yaitu kebutuhan manusia
menjadi lebih mudah untuk dipenuhi. Jadi secara langsung maupun secara tidak
langsung manfaat dari berkembangnya teknologi adalah membantu manusia dalam
memenuhi kebutuhan hidupnya. Seperti program aplikasi Microsoft Office, program
ini sangat membantu mereka para pekerja kantoran, mahasiswa, pelajar, dan masih
banyak lagi. Salah satu bagian dari Microsoft Office adalah Microsoft Office
Excel atau disebut juga Lembar Sebar. Program aplikasi pengolah angka ini
memudahkan kita untuk melakukan perhitungan serta mengolah data berupa angka
yang ada dalam tabel. Dalam Microsot Office Excel banyak sekali fungsi-fungsi
tertentu yang masing-masingnya memiliki kegunaan tersendiri.
B.
Rumusan
Masalah
1.
Bagaimana rumus
– rumus yang digunakan dalam Microsoft Excel?
2.
Bagaimana fungsi
dari Microsoft Excel?
C.
Tujuan
Masalah
1.
Untuk mengetahui
rumus- rumus yang digunakan dalam Microsoft Excel.
2.
Untuk mengetahui
fungsi dari Microsoft Excel.
BAB II
PEMBAHASAN
A.
Pengenalan Microsoft Excel
Microsoft Excel atau Microsoft
Office Excel adalah sebuah program aplikasi lembar kerja spreadsheet yang
dibuat dan didistribusikan oleh Microsoft Corporation untuk sistem operasi
Microsoft Windows dan Mac OS. Aplikasi ini memiliki fitur kalkulasi dan
pembuatan grafik yang baik, dengan menggunakan strategi marketing Microsoft
yang agresif, menjadikan Microsoft Excel sebagai salah satu program komputer
yang populer digunakan di dalam komputer mikro hingga saat ini. Bahkan, saat
ini program ini merupakan program spreadsheet paling banyak digunakan oleh
banyak pihak, baik di platform PC berbasis Windows maupun platform Macintosh
berbasis Mac OS, semenjak versi 5.0 diterbitkan pada tahun 1993. Aplikasi ini
merupakan bagian dari Microsoft Office System, dan versi terakhir adalah versi
Microsoft Office Excel 2010 yang
diintegrasikan di dalam paket Microsoft Office System 2010.
Microsoft Excel merupakan perangkat
lunak untuk mengolah data secara otomatis meliputi perhitungan dasar,
penggunaan fungsi-fungsi, pembuatan grafik dan manajemen data. Perangkat
lunak ini sangat membantu untuk menyelesaikan permasalahan
administrative
mulai yang paling
sedernaha sampai yang lebih
kompleks. Permasalahan sederhana tersebut misalnya membuat rencana kebutuhan
barang meliputi nama barang, jumlah barang dan perkiraan harga barang.
Permasalahan ini sebenarnya dapat juga diselesaikan menggunakan Microsoft Word
karena hanya sedikit memerlukan proses perhitungan, tetapi lebih mudah
diselesaikan dengan Microsoft Excel. Contoh permasalahan yang lebih
kompleks adalah pembuatan laporan keuangan (general ledger) yang memerlukan
banyak perhitungan, manajemen data dengan menampilkan grafik data
pivot tabel atau penggunaan fungsi-fungsi matematis ataupun logika pada sebuah
laporan. Penyelesaian permasalahan yang komplek juga dapat memanfaatkan
pemograman macro yang disediakan oleh Excel agar proses penggunaan lebih mudah.[1]
B. Istilah dalam Microsoft Excel :
1. Cell : merupakan bagian terkecil dari worksheet
yng dapat diisi dengan jumlah karakter (max. 255 karakter) isi cell dapat
berupa value, formula atau text. Contoh : cell A3, cell D5
2. Worksheet (lembar Kerja) : merupakan kumpulan dari
256 kolom dan 65536 baris.
3. Workbook (buku kerja) : merupakan kumpulan dari
256 worksheet (berlabel sheet1 sampai sheet 256)
4. Range : merupakan sekelompok cell yang akan
mendapat aksi sama sesuai perintah yang anda jalankan. Pemberian alamat/ address dilakukan mulai dari cell sudut kiri atas sampai cell sudut kanan
bawah. Contoh : A46 → range mulai dari cell A4 sampai cell D6[2]
C.
Rumus Microsoft Excel
Microsoft Excel
memiliki banyak rumus. Berikui ini merupakan kumpulan rumus excel yang sering
digunakan dalam dunia perkantoran.
Fungsi
|
FORMULA
|
Rata-rata
|
=AVERAGE(F6:F15)
|
Jumlah
|
=SUM(F6:F15)
|
Nilai Tertinggi
|
=MAX(F6:F15)
|
Nilai Terendah
|
=MIN(F6:F15)
|
Jumlah siswa
|
=COUNT(F6:F15)[3]
|
- Rumus Average
Fungsi average yaitu untuk mencari nilai rata-rata
dari sekumpulan data (range). Bentuk syntax yang digunakan yaitu = AVERAGE
(number1, number2,…)
Ket : number1, number2, dan seterusnya adalah range
data yang akan dicari nilai rata-ratanya.Sebagai contoh perhatikan gambar
berikut :![](data:image/png;base64,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)
- Rumus SUM
Fungi SUM yaitu
untuk menjumlahkan sekumpulan data pada suatu range.
Bentuk syntax
yang digunakan yaitu : =SUM(number1, number2,…).
Ket: number1,
number2 dan seterusnya adalah range data yang akan dijumlahkan.
Sebagai contoh
perhatikan gambar berikut:
- Rumus Max
Fungsi ini
digunakan untuk mencari nilai tertinggi dari sekumpulan data (range). Bentuk
syntax yang digunakan yaitu =MAX(number1, number2,…)
Ket: number1,
number2, dan seterusnya adalah range data (numerik) yang akan dicari nilai
tertingginya.
Sebagai contoh
perhatikan gambar berikut:
- Rumus Min
Fungsi Min
adalah untuk mencari nilai terkecil atau minimum dari sekumpulan data numerik.
Bentuk syntax yang digunakan =MIN(number1, number2,…)
![min](file:///C:\Users\LENOVO\AppData\Local\Temp\msohtmlclip1\01\clip_image012.jpg)
Ket: dimana number1,
number2, dan seterusnya adalah range data (numerik) yang akan dicari nilai
terkecilnya.
Sebagai contoh
perhatikan gambar berikut:
- Rumus Count
Fungsi Count
digunakan untuk menghitung jumlah data dari suatu range yang kita pilih dalam
bentuk angka. Syntax yang digunakan yaitu =COUNT(number1, number2,…)
![count](file:///C:\Users\LENOVO\AppData\Local\Temp\msohtmlclip1\01\clip_image014.jpg)
Ket:number1,
number2, dan seterusnya adalah range data (numerik) yang akan dihitung jumlah
datanya.
Sebagai contoh
perhatikan gambar berikut:
- Rumus IF
Fungsi
ini digunakan jika data yang dimasukkan mempunyai kondisi tertentu. Misalnya,
jika nilai sel A1=1, maka hasilnya 2, jika tidak, maka akan bernilai 0.
Biasanya fungsi ini dibantu oleh operator relasi (pembanding) seperti berikut:
Lambang
Fungsi:
= Sama dengan
< Lebih kecil dari
> Lebih besar dari
<= Lebih kecil atau sama dengan
>= Lebih besar atau sama dengan
<> Tidak sama dengan
Bentuk
umum penulisan fungsi ini adalah ;
=IF(logical_test,value_if_true,value_if_false),
artinya kalau ekspresi logika (logical_test) bernilai benar, maka
perintah pada value_if_true akan dilaksanakan, jika salah,
maka perintah pada value_if_false yang akan dilaksanakan.
Sebagai contoh
perhatikan gambar berikut:
D.
Fungsi Microsoft Excel
![Kumpulan Formula Microsoft Excel 2007 Lengkap](file:///C:\Users\LENOVO\AppData\Local\Temp\msohtmlclip1\01\clip_image018.jpg)
- Kalkulasi, dengan program ini kita bisa melakukan kalkulasi atau penghitungan dengan mudah, baik penghitungan yang sederhana maupun dengan rumus – rumus yang sangat kompleks.
- Grafik, dengan program ini kita bisa mempresentasikan data kita dalam bentuk grafik yang komunikatif.
- Komunikasi, dengan program ini kita juga bisa berkomunikasi dengan pengguna (user) lain.Program ini sudah dirancang untuk bisa saling bertukar informasi dalam bentuk jaringan dimana orang lain bisa membuka lembar kerja kita dari terminal (komputer) yang berlainan,bahkan ia juga bisa melakukan perubahan pada lembar kerja yang sama pada saat yang bersamaan pula.
- Internet,suatu saat mungkin kita akan mengirim data dalam bentuk tabel atau grafik pada orang lain di tempat di seluruh dunia,Microsoft Excel bisa melakukanya dengan baik sekali.
- Otomatis, dengan Excel kita bisa menggunakan otomatisasi penghitungan data yang kita ketikkan.Denga n perumusan yang benar,maka Excel akan langsung melakukan perubahan secara otomatis terhadap data kita setiap kali mengalami perubahan.
- Aplikasi, Microsoft Excel dapat membantu kita merancang aplikasi siap pakai,yaitu dengan fasilitas macro.[5]
BAB III
PENUTUP
A.
Kesimpulan
Rumus yang dapat digunakan di Microsoft Excel Rata-rata denga rumus =AVERAGE(F6:F15), Jumlah =SUM(F6:F15), Nilai Tertinggi =MAX(F6:F15), Nilai Terendah =MIN(F6:F15), dan Jumlah
siswa =COUNT(F6:F15).
B.
Saran
Kami menyarankan kelompok selanjutnya untuk membahas lebih lanjut materi
yang diberikan oleh dosen semaksimal mungkin, agar kami dapat memahami dan
mendapatkan pengetahuan yang lebih dari makalah yang disajikan.
DAFTAR
PUSTAKA
M. saepul anwar, Tugas softskill “Makalah tentang Microsoft Excel” (On-line), tersedia di:https://msaepulanwarstudent.wordpress.com/2015/03/30/tugas-softskill-makalah-tentang-microsoft -excel/, (12 Maret 2017).
Kiki Iklas Sari, Makalah
Tentag Microsoft Excel, (On-Line), tersedia di: http://kisaquastar.blogspot.co.id/2015/04/contoh-makalah-tik-tentang-msexcel.html, (12 Maret 2017.
Tri
Fitri Nasution, makalah mengenal rumus ms. Excel, (On-Line),
tersedia di: http://makalahkomputerfitri.blogspot.co.id/,
(12 Maret 2017).
Nimas, Rumus Excel dan
Fungsi Microsoft Excel lengkap dengan contoh dan gambar, (On-Line),
tersedia di: http://www.pro.co.id/rumus-excel-dan-fungsi-microsoft-excel-lengkap/, (12 Maret
2017)
[1] M. saepul anwar, Tugas softskill “Makalah tentang Microsoft Excel” (On-line), tersedia di:https://msaepulanwarstudent.wordpress.com/2015/03/30/tugas-softskill-makalah-tentang-microsoft -excel/, (12 Maret 2017).
[2]Kiki Iklas
Sari, Makalah Tentag Microsoft Excel, (On-Line),
tersedia di: http://kisaquastar.blogspot.co.id/2015/04/contoh-makalah-tik-tentang-msexcel.html, (12 Maret
2017.
[3]Tri Fitri Nasution, makalah mengenal rumus ms. Excel, (On-Line), tersedia di: http://makalahkomputerfitri.blogspot.co.id/, (12 Maret 2017).
[4]
Nimas, Rumus Excel dan Fungsi Microsoft Excel
lengkap dengan contoh dan gambar, (On-Line), tersedia di: http://www.pro.co.id/rumus-excel-dan-fungsi-microsoft-excel-lengkap/, (12 Maret 2017)
terimakasih atas infonya
BalasHapusbotol thinner