Pada artikel Matematika kelas 10 kali ini, kita akan membahas tentang apa itu eksponen serta mengetahui sifat-sifat yang dimilikinya. Yuk, pelajari bersama!
—
Eksponen seringkali digunakan oleh para peneliti untuk memudahkan dalam menulis angka. Misalnya, ada seorang peneliti luar angkasa yang sedang melakukan pengukuran jarak antara Bumi dengan Mars. Kamu tahu kan seberapa jauh jaraknya? Ya, jaraknya berjuta-juta kilometer.
Nah supaya mudah dalam menulisnya, maka para peneliti menggunakan eksponen. Jadi, jarak yang berjuta-juta tadi, oleh peneliti ditulis dalam bentuk eksponen. Nah seperti apa sih eksponen itu? Yuk, simak penjelasannya di bawah ini.
Baca Juga: Mengenal Bilangan Prima, Bisa Jaga Pesan Rahasiamu, Lho!
Apa itu Eksponen?
Sebenarnya, materi eksponen ini sudah kamu pelajari di kelas 9 tahun lalu, lho! Hayoo, apa kamu masih ingat, apa yang dimaksud dengan eksponen? Eksponen adalah suatu bentuk perkalian dengan bilangan yang sama kemudian di ulang-ulang, yaa semacam perkalian yang diulang-ulang gitu deh.
Nah, kamu tahu nggak nih, siapa sih yang menemukan konsep eksponen itu? Jadi, konsep eksponen dalam matematika, pertama kali ditemukan oleh Rene Decartes, seorang filsuf dan matematikawan asal Prancis. Tujuan eksponen ini adalah untuk menyederhanakan atau mempersingkat penulisan perkalian bilangan yang sama, yaitu dalam bentuk pangkat.
Oleh karena itulah, eksponen bisa juga kita kenal sebagai bilangan berpangkat. Sebenarnya, memahami eksponen nggak cukup hanya hafal masalah perkalian saja, kamu juga harus memahami sifat-sifat dan bentuk lainnya dalam eksponen. Oke, sebelum kita ketahui apa saja sifat-sifat eksponen itu, ayo kita ketahui dulu bentuk umum eksponen. Yuk, simak baik-baik!
Oke, dalam memahami eksponen kita harus mengetahui terlebih dahulu sifat-sifat eksponen itu sendiri. Sifat-sifat eksponen sangat penting karena memiliki peran utama dalam dunia perpangkatan. Sekarang kita lihat ya seperti apa sifat-sifatnya.
Baca Juga: Bilangan Bentuk Akar: Pengertian, Sifat-Sifat, dan Cara Merasionalkannya
Ada beberapa sifat yang bisa kamu ketahui dalam memahami eksponen, di antaranya:
1. Pangkat Penjumlahan
am · an = am + n (perkalian eksponen dengan basis yang sama, maka pangkatnya harus ditambah)
Contoh: 42 . 43 = 42 + 3 = 45
2. Pangkat Pengurangan
am : an = am – n (pembagian eksponen dengan basis yang sama, maka pangkatnya harus dikurang)
Contoh: 45 : 43 = 45 – 3 = 42
3. Pangkat Perkalian
(am)n = am × n (jika bilangan berpangkat dipangkatkan lagi, maka pangkatnya harus dikali)
Contoh: (42)3 = 42 × 3 = 46
4. Perkalian Bilangan yang Dipangkatkan
(a · b)m = am· bm (perkalian bilangan yang dipangkatkan, maka masing-masing bilangan tersebut dipangkatkan juga)
Contoh: (3. 5)2 = 32. 52
5. Perpangkatan pada Bilangan Pecahan
Untuk bilangan pecahan yang dipangkatkan, maka bilangan pembilang dan penyebutnya harus dipangkatkan semua, dengan syarat nilai “b” atau penyebutnya tidak boleh sama dengan 0.
Contoh:
6. Pangkat Negatif
Pada sifat ini, jika (an)di bawah itu positif, maka saat dipindahkan ke atas menjadi negatif. Begitu juga sebaliknya, jika (an) di bawah itu negatif, maka saat dipindahkan ke atas menjadi positif. Kita lihat rumus dan contohnya ya.
Contoh:
7. Pangkat Pecahan
Pada sifat ini, kamu bisa lihat, terdapat akar n dari am. Nah, ketika diubah jadi eksponen, akar n menjadi penyebut dan pangkat m menjadi pembilang, dengan syarat nilai n harus lebih besar atau sama dengan dua (n ≥ 2). Kita lihat rumus dan contohnya ya.
Contoh:
8. Pangkat Nol
a0 = 1
Untuk sifat yang satu ini, syaratnya nilai a tidak boleh sama dengan 0 ya, karena kalo a = 0, maka hasilnya tidak terdefinisi. Mau tau kenapa bisa gitu? Simak penjelasannya di video belajar ruangguru pada topik bilangan berpangkat kelas 9!
Nah, ke-8 sifat eksponen di atas harus kamu pahami benar-benar ya, karena seringkali dalam satu buah soal eksponen, terdapat banyak sifat eksponennya. Kalau kamu nggak benar-benar paham, kamu akan sangat kebingungan dalam mengerjakannya. Oke, sekarang kita coba mengerjakan sebuah soal ya!
Baca Juga: Cara Menyelesaikan Persamaan & Pertidaksamaan Eksponen
Contoh Soal Eksponen
1. (6a3)2 : 2a4 = …
Penyelesaian:
Di sini kamu lihat ya kalo (a3)2 itu merupakan bilangan berpangkat yang dipangkatkan lagi. Jadi, berdasarkan sifat eksponen poin 3, kita bisa kalikan pangkatnya.
Kemudian, pangkat 6 bisa dikurangi dengan pangkat 4 karena merupakan operasi pembagian dengan basis yang sama. Jadi, jawabannya:
= 18a2
—
Sekarang sudah jelas kan, untuk memahami eksponen, kita harus mengerti sifat-sifat eksponennya. Kenapa begitu? karena untuk lanjut ke pembahasan selanjutnya, kita harus paham dulu dasarnya.
Nah, kalau kamu ingin mengetahui lebih jelas lagi bagaimana menyelesaikan soal-soal eksponen, kamu bisa belajar di ruangbelajar. Di sana ada banyak video pembelajaran animasi dan juga pembahasan soalnya. Yuk download aplikasi ruangguru!
Referensi:
Sinaga, B. Sinambela, P. N. J. M. Sitanggang, A. K. dkk. (2014) Matematika. Jakarta: Kemendikbud.
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<h1 class="content-title">
Konsep Dasar Eksponen (Bilangan Berpangkat) & Sifat-Sifatnya | Matematika Kelas 10 </h1>
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<p class="content-author"><a href="https://www.ruangguru.com/blog/author/fahri-abdillah" class="">Fahri Abdillah</a> </p>
<p class="content-info"><span>June 25, 2025 • </span> <span>4 minutes read</span></p>
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<p style="text-align: justify;"><img decoding="async" class="size-medium aligncenter" src="https://cdn-web.ruangguru.com/landing-pages/assets/3fc28254-7bda-41da-901d-6e053e3519e6.png" alt="pengertian dan sifat-sifat eksponen" /></p>
<blockquote>
<p style="font-size: 16px; text-align: center;"><em>Pada <a style="font-weight: bold;" href="https://www.ruangguru.com/blog/c/matematika/matematika-sma-kelas-10" rel="noopener">artikel Matematika kelas 10</a> kali ini, kita akan membahas tentang apa itu eksponen serta mengetahui sifat-sifat yang dimilikinya. Yuk, pelajari bersama!</em></p>
</blockquote>
<p style="text-align: center;">—</p>
<p> </p>
<p style="text-align: justify;">Eksponen seringkali digunakan oleh para peneliti untuk memudahkan dalam menulis angka. Misalnya, ada seorang peneliti luar angkasa yang sedang melakukan pengukuran jarak antara Bumi dengan Mars. Kamu tahu <em>kan</em> seberapa jauh jaraknya? Ya, jaraknya berjuta-juta kilometer.</p>
<p style="text-align: justify;"><em>Nah</em> supaya mudah dalam menulisnya, maka para peneliti menggunakan eksponen. Jadi, jarak yang berjuta-juta tadi, oleh peneliti ditulis dalam bentuk eksponen. <em>Nah</em> seperti apa <em>sih</em> eksponen itu? <em>Yuk,</em> simak penjelasannya di bawah ini.</p>
<p><strong>Baca Juga: <a href="/blog/bilangan-prima" rel="noopener">Mengenal Bilangan Prima, Bisa Jaga Pesan Rahasiamu, Lho!</a></strong></p>
<p> </p>
<h2 style="text-align: justify;"><span style="font-size: 18pt;">Apa itu Eksponen?</span></h2>
<p style="text-align: justify;">Sebenarnya, <strong><a href="/blog/bilangan-berpangkat-pengertian-dan-sifatnya" rel="noopener">materi eksponen ini sudah kamu pelajari di kelas 9</a></strong> tahun lalu, lho! Hayoo, apa kamu masih ingat, apa yang dimaksud dengan eksponen? <strong>Eksponen adalah</strong> suatu bentuk perkalian dengan bilangan yang sama kemudian di ulang-ulang, yaa semacam perkalian yang diulang-ulang gitu deh.</p>
<p style="text-align: justify;">Nah, kamu tahu nggak nih, siapa sih yang menemukan konsep eksponen itu? Jadi, konsep eksponen dalam matematika, pertama kali ditemukan oleh Rene Decartes, seorang filsuf dan matematikawan asal Prancis. Tujuan eksponen ini adalah untuk menyederhanakan atau mempersingkat penulisan perkalian bilangan yang sama, yaitu dalam bentuk pangkat.</p>
<p style="text-align: justify;"><span style="background-color: transparent;">Oleh karena itulah, eksponen bisa juga kita kenal sebagai <span style="font-weight: bold;">bilangan berpangkat</span>. S</span>ebenarnya, memahami eksponen nggak cukup hanya hafal masalah perkalian saja, kamu juga harus memahami sifat-sifat dan bentuk lainnya dalam eksponen. Oke, sebelum kita ketahui apa saja sifat-sifat eksponen itu, ayo kita ketahui dulu bentuk umum eksponen. <em>Yuk</em>, simak baik-baik!</p>
<p style="text-align: justify;"><img decoding="async" class="aligncenter size-medium" src="https://cdn-web.ruangguru.com/landing-pages/assets/7ba6d052-b137-44b5-99d6-daafd070ecb8.png" alt="bentuk umum eksponen" /></p>
<p> </p>
<p style="text-align: justify;">Oke, dalam memahami eksponen kita harus mengetahui terlebih dahulu sifat-sifat eksponen itu sendiri. Sifat-sifat eksponen sangat penting karena memiliki peran utama dalam dunia perpangkatan. Sekarang kita lihat ya seperti apa sifat-sifatnya.</p>
<p><strong>Baca Juga: <a href="/blog/bilangan-bentuk-akar-sifat-sifat-dan-cara-merasionalkannya" rel="noopener">Bilangan Bentuk Akar: Pengertian, Sifat-Sifat, dan Cara Merasionalkannya</a></strong></p>
<p> </p>
<h2 style="text-align: justify;"><span style="font-size: 18pt;">Sifat-Sifat Eksponen</span></h2>
<p style="text-align: justify;">Ada beberapa sifat yang bisa kamu ketahui dalam memahami eksponen, di antaranya:</p>
<p> </p>
<h3><span style="font-size: 14pt;">1. Pangkat Penjumlahan</span></h3>
<p style="text-align: justify;"><strong>a<sup>m</sup> · a<sup>n</sup> = a<sup>m + n</sup></strong> (perkalian eksponen dengan basis yang sama, maka pangkatnya harus ditambah)</p>
<p style="text-align: justify;"><strong>Contoh:</strong> 4<sup>2</sup> . 4<sup>3</sup> = 4<sup>2 + 3</sup> = 4<sup>5</sup></p>
<p> </p>
<h3><span style="font-size: 14pt;">2. Pangkat Pengurangan</span></h3>
<p style="text-align: justify;"><strong>a<sup>m</sup> : a<sup>n</sup> = a<sup>m – n </sup></strong>(pembagian eksponen dengan basis yang sama, maka pangkatnya harus dikurang)</p>
<p style="text-align: justify;"><strong>Contoh:</strong> 4<sup>5</sup> : 4<sup>3</sup> = 4<sup>5 – 3</sup> = 4<sup>2</sup></p>
<p> </p>
<h3><span style="font-size: 14pt;">3. Pangkat Perkalian</span></h3>
<p style="text-align: justify;"><strong>(a<sup>m</sup>)<sup>n</sup> = a<sup>m × n </sup></strong>(jika bilangan berpangkat dipangkatkan lagi, maka pangkatnya harus dikali)</p>
<p style="text-align: justify;"><strong>Contoh:</strong> (4<sup>2</sup>)<sup>3</sup> = 4<sup>2 × 3</sup> = 4<sup>6</sup></p>
<p> </p>
<h3><span style="font-size: 14pt;">4. Perkalian Bilangan yang Dipangkatkan</span></h3>
<p style="text-align: justify;"><strong>(a · b)<sup>m</sup> = a<sup>m</sup>· b<sup>m</sup></strong> (perkalian bilangan yang dipangkatkan, maka masing-masing bilangan tersebut dipangkatkan juga)</p>
<p style="text-align: justify;"><strong>Contoh:</strong> (3. 5)<sup>2</sup> = 3<sup>2</sup>. 5<sup>2</sup></p>
<p> </p>
<h3><span style="font-size: 14pt;">5. Perpangkatan pada Bilangan Pecahan</span></h3>
<p style="text-align: justify;"><span style="background-color: transparent;">Untuk bilangan pecahan yang dipangkatkan, maka bilangan pembilang dan penyebutnya harus dipangkatkan semua, dengan syarat nilai “b” atau penyebutnya tidak boleh sama dengan 0.</span></p>
<p style="text-align: justify;"><span style="background-color: transparent;"> </span><img decoding="async" style="background-color: transparent; width: 160px;" src="https://cdn-web.ruangguru.com/landing-pages/assets/hs/sifat%20ke%205%20eksponen-1.jpg" alt="sifat ke 5 eksponen-1" width="160" /></p>
<p style="text-align: justify;"><strong>Contoh:</strong></p>
<p style="text-align: justify;"><img decoding="async" style="width: 160px;" src="https://cdn-web.ruangguru.com/landing-pages/assets/hs/sifat%20eksponen%20ke%205.1-1.jpg" alt="sifat eksponen ke 5.1-1" width="160" /></p>
<p> </p>
<h3><span style="font-size: 14pt;">6. Pangkat Negatif</span></h3>
<p style="text-align: justify;">Pada sifat ini, jika (a<sup>n</sup>)di bawah itu positif, maka saat dipindahkan ke atas menjadi negatif. Begitu juga sebaliknya, jika (a<sup>n</sup>) di bawah itu negatif, maka saat dipindahkan ke atas menjadi positif. Kita lihat rumus dan contohnya ya.</p>
<p style="text-align: justify;"><img decoding="async" style="width: 120px;" src="https://cdn-web.ruangguru.com/landing-pages/assets/hs/sifat%20ke%206%20eksponen-1.jpg" alt="sifat ke 6 eksponen-1" width="120" /></p>
<p style="text-align: justify;"><strong>Contoh:</strong></p>
<p style="text-align: justify;"><img decoding="async" style="width: 120px;" src="https://cdn-web.ruangguru.com/landing-pages/assets/hs/sifat%20ke%206.1%20eksponen.jpg" alt="sifat ke 6.1 eksponen" width="120" /></p>
<p> </p>
<h3><span style="font-size: 14pt;">7. Pangkat Pecahan</span></h3>
<p style="text-align: justify;"><span style="font-weight: normal;">Pada sifat ini, kamu bisa lihat, terdapat akar n dari a<sup>m</sup>. Nah, ketika diubah jadi eksponen, akar n menjadi penyebut dan pangkat m menjadi pembilang, dengan syarat nilai n harus lebih besar atau sama dengan dua (n ≥ 2).</span> Kita lihat rumus dan contohnya ya.</p>
<p style="text-align: justify;"><strong> <img decoding="async" style="width: 174px;" src="https://cdn-web.ruangguru.com/landing-pages/assets/hs/sifat%20ke%207%20eksponen.jpg" alt="sifat ke 7 eksponen" width="174" /></strong></p>
<p style="text-align: justify;"><strong>Contoh:</strong></p>
<p style="text-align: justify;"><img decoding="async" style="width: 147px;" src="https://cdn-web.ruangguru.com/landing-pages/assets/hs/apa%20itu%20eksponen.jpg" alt="apa itu eksponen" width="147" /></p>
<p> </p>
<h3><span style="font-size: 14pt;">8. Pangkat Nol</span></h3>
<p style="text-align: justify;"><span style="font-size: 20px;">a<sup>0</sup> = 1</span></p>
<p style="text-align: justify;">Untuk sifat yang satu ini, syaratnya nilai a tidak boleh sama dengan 0 ya, karena kalo a = 0, maka hasilnya tidak terdefinisi. M<span style="background-color: #ffffff;">au tau kenapa bisa gitu? Simak penjelasannya di video belajar ruangguru pada topik bilangan berpangkat kelas 9!</span></p>
<p style="text-align: justify;">Nah, ke-8 sifat eksponen di atas harus kamu pahami benar-benar ya, karena seringkali dalam satu buah soal eksponen, terdapat banyak sifat eksponennya. Kalau kamu nggak benar-benar paham, kamu akan sangat kebingungan dalam mengerjakannya. Oke, sekarang kita coba mengerjakan sebuah soal ya!</p>
<p><strong>Baca Juga: <a href="https://www.ruangguru.com/blog/matematika-kelas-10-cara-menyelesaikan-persamaan-dan-pertidaksamaan-eksponen">Cara Menyelesaikan Persamaan & Pertidaksamaan Eksponen</a></strong></p>
<p> </p>
<h2><span style="font-size: 18pt;">Contoh Soal Eksponen</span></h2>
<p style="text-align: justify;">1. (6a<sup>3</sup>)<sup>2 </sup>: 2a<sup>4</sup> = …</p>
<p style="text-align: justify;"><strong>Penyelesaian:</strong></p>
<p style="text-align: justify;"><img decoding="async" src="https://cdn-web.ruangguru.com/landing-pages/assets/hs/image-png-Jul-14-2021-08-23-34-67-AM.png" /></p>
<p style="text-align: justify;">Di sini kamu lihat ya kalo (a<sup>3</sup>)<sup>2</sup> itu merupakan bilangan berpangkat yang dipangkatkan lagi. Jadi, berdasarkan sifat eksponen poin 3, kita bisa kalikan pangkatnya.</p>
<p style="text-align: justify;"><img decoding="async" src="https://cdn-web.ruangguru.com/landing-pages/assets/hs/image-png-Jul-14-2021-08-27-36-30-AM.png" /></p>
<p style="text-align: justify;">Kemudian, pangkat 6 bisa dikurangi dengan pangkat 4 karena merupakan operasi pembagian dengan basis yang sama. Jadi, jawabannya:</p>
<p style="text-align: justify;"><strong>= 18a</strong><sup><strong>2</strong></sup></p>
<p style="text-align: center;">—</p>
<p style="text-align: justify;">Sekarang sudah jelas kan, untuk memahami eksponen, kita harus mengerti sifat-sifat eksponennya. Kenapa begitu? karena untuk lanjut ke pembahasan selanjutnya, kita harus paham dulu dasarnya.</p>
<p style="text-align: justify;"><em>Nah,</em> kalau kamu ingin mengetahui lebih jelas lagi bagaimana menyelesaikan soal-soal eksponen, kamu bisa belajar di <strong><a href="https://www.ruangguru.com/ruangbelajar" rel="noopener">ruangbelajar</a></strong>. Di sana ada banyak video pembelajaran animasi dan juga pembahasan soalnya. Yuk <em>download</em> aplikasi ruangguru!</p>
<p><a href="https://app.ruangguru.com/ruangbelajar/"><img decoding="async" class="aligncenter size-medium" src="https://cdn-web-2.ruangguru.com/landing-pages/assets/a2dbab8e-e903-4b70-ae04-39ff5807647e.jpg" alt="CTA ruangbelajar" width="820" /></a></p>
<p style="text-align: justify;"><strong>Referensi:</strong></p>
<p style="text-align: left;">Sinaga, B. Sinambela, P. N. J. M. Sitanggang, A. K. dkk. (2014) Matematika. Jakarta: Kemendikbud.</p>
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<picture>
<source srcset="https://cdn-web-2.ruangguru.com/static/youtube.png?height=60&convert=webp" type="image/webp">
<source srcset="https://cdn-web-2.ruangguru.com/static/youtube.png?height=60" type="image/png">
<img src="https://cdn-web-2.ruangguru.com/static/youtube.png" loading=" lazy" alt="Logo Youtube Footer" width="32px" height="32px" />
</picture>
</a>
<a target="_blank" href="https://www.linkedin.com/company/ruangguru-com">
<picture>
<source srcset="https://cdn-web-2.ruangguru.com/static/linkedin.png?height=60&convert=webp" type="image/webp">
<source srcset="https://cdn-web-2.ruangguru.com/static/linkedin.png?height=60" type="image/png">
<img src="https://cdn-web-2.ruangguru.com/static/linkedin.png" loading=" lazy" alt="Logo LinkedIn Footer" width="32px" height="32px" />
</picture>
</a>
<a target="_blank" href="https://www.tiktok.com/@ruangguru">
<picture>
<source srcset="https://cdn-web-2.ruangguru.com/static/tiktok.png?height=60&convert=webp" type="image/webp">
<source srcset="https://cdn-web-2.ruangguru.com/static/tiktok.png?height=60" type="image/png">
<img src="https://cdn-web-2.ruangguru.com/static/tiktok.png" loading=" lazy" alt="Logo TikTok Footer" width="32px" height="32px" />
</picture>
</a>
</nav>
</div>
<p class="footer-copyright">
© 2026 All Rights Reserved PT. Ruang Raya Indonesia
</p>
</div>
<style>
.bantuan-container {
position: relative;
}
.bantuan-element {
position: fixed;
z-index: 999;
display: flex;
align-items: flex-end;
justify-content: flex-end;
cursor: pointer;
transition: all 0.6s ease;
}
.bantuan-top {
bottom: 11rem;
right: 2rem;
}
.bantuan-bottom {
bottom: 2rem;
right: 2rem;
}
.bantuan-top-2 {
bottom: 15rem;
right: 2rem;
}
.bantuan-top-3 {
bottom: 19rem;
right: 2rem;
}
.bantuan-bottom-2 {
bottom: 5rem;
right: 2rem;
}
.bantuan-bottom-3 {
bottom: 8rem;
right: 2rem;
}
@media (min-width: 768px) {
.bantuan-element img {
width: auto;
transition: all 0.4s ease;
}
.bantuan-top img {
width: 140px;
}
.bantuan-bottom img {
width: 140px;
}
.bantuan-top-2 img,
.bantuan-top-3 img {
width: 140px;
}
.bantuan-bottom-2 img,
.bantuan-bottom-3 img {
width: 140px;
}
.bantuan-element.clicked {
bottom: 9rem;
right: 2.5rem;
}
.bantuan-element.clicked img {
width: auto;
height: 64px;
}
}
@media (max-width: 767px) {
.bantuan-top {
bottom: 8rem;
right: 1rem;
align-items: center;
}
.bantuan-bottom {
bottom: 2rem;
right: 1.25rem;
align-items: center;
}
.bantuan-top-2 {
bottom: 12rem;
right: 1rem;
align-items: center;
}
.bantuan-top-3 {
bottom: 16rem;
right: 1rem;
align-items: center;
}
.bantuan-bottom-2 {
bottom: 5rem;
right: 1.25rem;
align-items: center;
}
.bantuan-bottom-3 {
bottom: 8rem;
right: 1.25rem;
align-items: center;
}
.bantuan-element img {
width: auto;
}
.bantuan-top img,
.bantuan-top-2 img,
.bantuan-top-3 img {
width: 96px;
}
.bantuan-bottom img,
.bantuan-bottom-2 img,
.bantuan-bottom-3 img {
width: 96px;
}
}
.bantuan-element:hover {
transform: scale(1.05);
}
.bantuan-element img {
max-width: 100%;
height: auto;
}
</style>
<div id="bantuan-divs-container" style="position: relative" data-product="ruangguru" data-table="rg_floating_icon"></div>
<script>
class FloatingDivsComponent {
constructor(product = 'ruangguru', table = 'rg_floating_icon') {
this.container = document.getElementById('bantuan-divs-container');
this.floatingElements = [];
this.product = product;
this.table = table;
// Configuration
this.config = {
baseApiUrl: 'https://gw.ruangguru.com/api/v3/rdb/p_ddgy8hjx5dxsqx/rg_banner/views/',
apiKey: 'vLyK3dJrDBRmOwueX2OJXibMkgsUbBk0WS4ua2p1',
maxElements: 2,
zIndexBase: 100,
};
// Build dynamic API URL based on table parameter
this.config.apiUrl = this.buildApiUrl();
this.init();
}
buildApiUrl() {
const baseUrl = this.config.baseApiUrl;
const tableName = this.table || 'rg_floating_icon';
const queryParams =
'offset=0&limit=99999&sort=rankPosition&where=(type,eq,floating)~and(showIn,anyof,blog)~and(hide,is,false)~and(product,eq,' +
this.product +
')&nested%5Bcta%5D%5Bfields%5D=Id,name,ctaId,imageUrl,ctaLink,targetUrl';
return `${baseUrl}${tableName}?${queryParams}`;
}
async init() {
try {
await this.fetchFloatingElements();
this.renderFloatingElements();
} catch (error) {
console.error('Failed to initialize floating divs component:', error);
}
}
async fetchFloatingElements() {
try {
const options = {
method: 'GET',
headers: {
'xc-token': this.config.apiKey || 'vLyK3dJrDBRmOwueX2OJXibMkgsUbBk0WS4ua2p1',
},
};
const urlNoco = this.config.apiUrl;
const response = await fetch(urlNoco, options);
if (!response.ok) {
throw new Error(`HTTP error! status: ${response.status}`);
}
const data = await response.json();
this.floatingElements = this.processApiResponse(data);
} catch (error) {
console.error('Error fetching floating elements:', error);
throw error;
}
}
processApiResponse(data) {
if (!data || !data.list || !Array.isArray(data.list)) {
return [];
}
console.log(data.list);
// Ensure we only get maximum 2 elements
const limitedElements = data.list.slice(0, this.config.maxElements);
return limitedElements;
}
renderFloatingElements() {
if (!this.container || this.floatingElements.length === 0) {
return;
}
// Additional safeguard: ensure we never render more than maxElements
const elementsToRender = this.floatingElements.slice(0, this.config.maxElements);
// Clean up existing elements and their event listeners
this.cleanupExistingElements();
// Clear existing content
this.container.innerHTML = '';
elementsToRender.forEach((element, index) => {
const floatingDiv = this.createFloatingDiv(element, index);
this.container.appendChild(floatingDiv);
});
}
cleanupExistingElements() {
// Clear existing elements (no need for event listener cleanup with CSS approach)
const existingElements = this.container.querySelectorAll('[data-floating-element]');
existingElements.forEach(element => {
element.remove();
});
}
createFloatingDiv(element, index) {
const div = document.createElement('div');
const cta = element.cta[0]; // Use the first CTA
// Add data attribute for cleanup tracking
div.setAttribute('data-floating-element', 'true');
// Apply CSS classes based on rankPosition
const positionClass = this.getPositionClass(element.rankPosition, index);
div.className = `bantuan-element ${positionClass}`;
div.style.zIndex = this.config.zIndexBase + index;
// Create the link and image
const link = document.createElement('a');
link.href = 'https://cta.ruangguru.com/' + cta.ctaId || '#';
link.target = '_blank';
// Add tracking attributes
link.setAttribute('data-tracking-event-type', 'landing_page__core__item_click');
link.setAttribute(
'data-tracking-context',
JSON.stringify({
product_name: this.product,
cta_action: 'redirection',
cta_action_detail: link.href,
item_type: 'floating',
item_name: element.name || 'Floating element',
item_category: 'payment',
item_position: index,
item_serial: null,
section_type: 'floating_item',
section_position: 'body',
section_name: 'floating_item',
})
);
const img = document.createElement('img');
img.src = element.imageUrl + '?h=200&convert=webp';
img.alt = element.name || 'Floating element';
img.loading = 'lazy';
// Add click tracking
link.addEventListener('click', () => {
this.trackClick(element, cta);
});
link.appendChild(img);
div.appendChild(link);
return div;
}
getPositionClass(rankPosition, index) {
// Define positioning classes based on rankPosition
if (rankPosition === 1) {
return 'bantuan-top'; // Top position
} else if (rankPosition === 2) {
return 'bantuan-bottom'; // Bottom position
} else {
// For additional elements, distribute them evenly
return `bantuan-${index % 2 === 0 ? 'top' : 'bottom'}-${Math.floor(index / 2) + 1}`;
}
}
trackClick(element, cta) {
// Implement click tracking logic here
console.log('Floating element clicked:', {
elementId: element.Id,
elementName: cta.name,
ctaId: cta.ctaId,
targetUrl: cta.targetUrl,
});
}
// Public method to manually refresh
async refresh() {
try {
await this.fetchFloatingElements();
this.renderFloatingElements();
} catch (error) {
console.error('Failed to refresh floating elements:', error);
throw error;
}
}
// Public method to get current floating elements
getFloatingElements() {
return [...this.floatingElements];
}
}
// Initialize the component when DOM is ready
document.addEventListener('DOMContentLoaded', () => {
// Get product and table parameters from data attributes
const container = document.getElementById('bantuan-divs-container');
const product = container.getAttribute('data-product') || 'ruangguru';
const table = container.getAttribute('data-table') || 'rg_floating_icon';
new FloatingDivsComponent(product, table);
});
// Export for use in other modules if needed
if (typeof module !== 'undefined' && module.exports) {
module.exports = FloatingDivsComponent;
}
</script> <div id="wp-install-nudge" style="
position: fixed;
bottom: 0rem;
right: 0;
z-index: 999;
cursor: pointer;
"></div>
<script>
(function (w, d, s, o, f, js, fjs) {
w['Sales-Nudge-Widget'] = o; w[o] = w[o] || function () { (w[o].q = w[o].q || []).push(arguments) };
js = d.createElement(s), fjs = d.getElementsByTagName(s)[0];
js.id = o; js.src = f; js.async = 1; fjs.parentNode.insertBefore(js, fjs);
}(window, document, 'script', 'wpInstallNudge', 'https://cdn-web-2.ruangguru.com/sales-nudge/6198a95130/dist/widget.js'));
wpInstallNudge('init', { targetElementId: 'wp-install-nudge', clientTarget: 'ruangguru_blog' });
</script>
<script>
// note: disabled due to auto reload page
// var lastScrollTop = 0;
// $(window).scroll(function(event){
// var st = $(this).scrollTop();
// if (st > lastScrollTop){
// $('#wp-install-nudge').slideDown( "slow", function() {});
// } else {
// $('#wp-install-nudge').slideUp( "slow", function() {});
// }
// lastScrollTop = st;
// });
// $(document).ready(function () {
// $("#wp-install-nudge").hide();
// });
$('#wp-install-nudge').click(function(){
Analytics.track("promotion__install_nudge__click",
{
user_email: "ruangguru@blog.com",
cta_link: widgetData.dataConfig.target_link
}).catch((err) => {
console.log("tracker error", err);
});
});
</script>
</footer>
<div id="__next"></div>
<script type="speculationrules">
{"prefetch":[{"source":"document","where":{"and":[{"href_matches":"\/blog\/*"},{"not":{"href_matches":["\/blog\/wp-*.php","\/blog\/wp-admin\/*","\/blog\/wp-content\/uploads\/*","\/blog\/wp-content\/*","\/blog\/wp-content\/plugins\/*","\/blog\/wp-content\/themes\/ruangguru\/*","\/blog\/*\\?(.+)"]}},{"not":{"selector_matches":"a[rel~=\"nofollow\"]"}},{"not":{"selector_matches":".no-prefetch, .no-prefetch a"}}]},"eagerness":"conservative"}]}
</script>
<script>
async function getCtaDetails(ctaIds) {
const endpoint =
" https://gw.ruangguru.com/api/v3/rdb/p_ddgy8hjx5dxsqx/CTA/views/CTA?offset=0&limit=10&where=(ctaId,in," + ctaIds.toString() + ")";
try {
const response = await fetch(endpoint, {
headers: {
"xc-token": "-hG2nBDJzSj0agSgNtcJx97M4F02y54nUMoY6plJ",
},
});
const data = await response.json();
const ctaList = data?.list || [];
const ctaMap = new Map();
for (const ctaData of ctaList) {
ctaMap.set(ctaData.ctaId, ctaData);
}
return ctaMap;
} catch (error) {
console.error("Error fetching CTA details:", error);
return new Map();
}
}
async function replaceCTA() {
const regex = /{{cta\((‘(.*?)’|“(.*?)”)\)}}/g;
const bodyHTML = document.body.innerHTML;
const matches = Array.from(bodyHTML.matchAll(regex));
const ctaIds = matches.map((match) => {
let ctaId = match[2] ?? match[3];
return ctaId;
});
const ctaMap = await getCtaDetails(ctaIds);
const replacedHTML = bodyHTML.replace(regex, (match, _inner, ctaId1, ctaId2) => {
const ctaId = ctaId1 ?? ctaId2;
const ctaData = ctaMap.get(ctaId);
if (ctaData) {
return `<a href="https://cta.ruangguru.com/${ctaData.ctaId}" target="_${ctaData.targetType}" style="position:relative;display:inline-block;">
<img src="${ctaData.imageUrl}" loading="lazy" alt="${ctaData.altText}" />
</a>`;
} else {
return match;
}
});
document.body.innerHTML = replacedHTML;
}
</script>
<meta name="author" content="Ruangguru Tech Team">
<!-- Google Tag Manager (noscript) -->
<noscript><iframe src="https://www.googletagmanager.com/ns.html?id=GTM-PVNLZFT" height="0" width="0" style="display:none;visibility:hidden"></iframe></noscript>
<!-- Tracker -->
<script type="text/javascript" src="https://cdn-web-2.ruangguru.com/landing-page-web/public/staticpages/global-assets/js/cta.js"></script>
<script src="https://unpkg.com/@dotlottie/player-component@latest/dist/dotlottie-player.mjs" type="module"></script>
</body>
</html>