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/*!
Theme Name: Zakra
Theme URI: https://zakratheme.com/
Author: ThemeGrill
Author URI: https://themegrill.com
Description: Zakra is flexible, fast, lightweight and modern multipurpose theme that comes with many starter free sites (currently 10+ free starter sites and more will be added later) that you can use to make your site beautiful and professional. Check all the starter sites at https://zakratheme.com/demos. Suitable for personal blog, portfolio, WooCommerce stores, business websites and niche-based sites (like Cafe, Spa, Charity, Yoga, Wedding, Dentist, Education etc) as well. Works with Elementor plus other major page builders so you can create any layout you want. The theme is responsive, Gutenberg compatible, SEO friendly, translation ready and major WordPress plugins compatible.
Version: 1.5.5
Tested up to: 5.4
Requires PHP: 5.6
License: GPLv3 or later
License URI: https://www.gnu.org/licenses/gpl-3.0.en.html
Text Domain: zakra
Tags: one-column, two-columns, left-sidebar, right-sidebar, custom-background, custom-colors, custom-logo, featured-images, footer-widgets, full-width-template, theme-options, threaded-comments, translation-ready, blog, news, e-commerce, rtl-language-support
Zakra is based on Underscores https://underscores.me/, (C) 2012-2017 Automattic, Inc.
Underscores is distributed under the terms of the GNU GPL v2 or later.
Normalizing styles have been helped along thanks to the fine work of
Nicolas Gallagher and Jonathan Neal http://necolas.github.io/normalize.css/
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Teori Konsumsi Irving Fisher dan Pilihan Antarwaktu | Studiekonomi.com Skip to content
Teori Konsumsi Irving Fisher mengulas perilaku konsumsi dalam pilihan antar waktu. Pada teori konsumsi Fisher mencoba melihat kenyataan bahwa keputusan konsumsi tidak hanya dipengaruhi oleh keadaan masa sekarang saja. Keputusan melakukan konsumsi dipengaruhi juga oleh ekspektasi dimasa depan.
Teori Konsumsi Irving Fisher dan Pilihan Antar waktu Fungsi konsumsi yang diperkenalkan oleh Keynes membicarakan hubungan antara konsumsi saat ini dengan pendapatan saat ini. Kaitan pendapatan dan konsumsi ini dianggap tidak lengkap. Sebab, pada saat memutuskan untuk menggunakan pendapatannya untuk konsumsi dan menabung, seseorang tidak hanya memikirkan kondisi saat ini saja. Pertimbangan tentang kondisi masa depan juga bisa menjadi pertimbangan.
Semakin banyak bagian pendapatan yang digunakan untuk konsumsi hari ini, maka semakin sedikit yang dapat mereka menikmati dimasa mendatang. Oleh sebab itu, seseorang harus mempertimbangkan juga ekspektasi pendapatan mereka dimasa mendatang dan berapa banyak kebutuhan konsumsi yang dapat mereka jangkau.
Teori konsumsi yang dikembangkan Irving Fisher menganalisis bagaimana konsumen yang rasional dan berwawasan ke depan membuat pilihan antarwaktu. Pilihan rasional yang dibuat mencoba melibatkan periode waktu yang berbeda. Teori konsumsi Fisher menerangkan kendala yang dihadapi konsumen, preferensi yang dimiliki, dan bagaimana hambatan dan preferensi ini bersama-sama menentukan pilihan tentang konsumsi dan tabungan seseorang.
Batasan Anggaran Antarwaktu Banyak orang tentu lebih suka meningkatkan kuantitas atau kualitas barang dan jasa yang mereka konsumsi. Namun tidak semua orang dapat memenuhi semua kebutuhan dan keinginan mereka dalam mengkonsumsi barang. Alasan orang mengkonsumsi kurang dari yang mereka inginkan adalah karena konsumsi mereka dibatasi oleh pendapatan yang mereka miliki.
Dengan kata lain, konsumen menghadapi batasan berapa banyak yang dapat mereka belanjakan, atau yang disebut batasan anggaran. Konsumen harus memutuskan berapa banyak yang dikonsumsi hari ini dan seberapa banyak yang harus ditabung untuk masa depan. Pada saat itu konsumen akan menghadapi batasan anggaran antarwaktu. Konsumen harus mengukur total sumber daya yang tersedia untuk konsumsi saat ini dan di masa depan.
Langkah pertama dalam mengembangkan model teori konsumsi Irving Fisher adalah memeriksa batasan anggaran ini dengan beberapa detail. Untuk mempermudah, kita akan mempelajari keputusan yang dihadapi konsumen yang hidup selama dua periode. Periode satu mewakili masa muda konsumen, dan periode dua mewakili usia tua konsumen.
Ada tiga kombinasi pilihan keputusan yang dapat diambil dalam kondisi demikian:
Pertama, konsumen mendapatkan pendapatan Y1 dan mengkonsumsi C1 dalam periode satu, dan menghasilkan pendapatan Y2 dan mengkonsumsi C2 dalam periode dua. Semua variabel adalah nilai riil yaitu, disesuaikan dengan inflasi. Kedua, konsumen memiliki kesempatan untuk menabung pada periode 1 dan lebih banyak konsumsi pada periode 2 Ketiga, karena konsumen memiliki kesempatan untuk meminjam uang, konsumsi dalam periode 1 melakukan konsumsi lebih besar daripada pendapatan dalam periode itu. Untuk menggambarkan ketiga pilihan tersebut, perhatikanlah gambar berikut ini:
Konsumsi sama besar dengan pendapatan baik pada periode 1 dan periode 2 Gambar 17-3 tersebut menunjukkan grafik batasan anggaran konsumen. Tiga poin ditandai pada gambar ini.
Pada titik A, konsumen mengkonsumsi tepat pendapatannya di setiap periode (C1 = Y1 dan C2 = Y2), jadi tidak ada tabungan atau pinjaman antara dua periode. Misalkan pendapatan pada periode 1 sebesar 10 juta. Pendapatan tersebut langsung dihabiskan pada masa muda (periode 1). Dan ketika pada periode 2 pendapatannya 10 juta, pendapatan itu pun akan langsung dihabiskan untuk konsumsi. Dengan demikian tidak ada tabungan yang dimiliki maupun pinjaman tidak ada.
Pada titik B, konsumen tidak mengkonsumsi apa pun pada periode pertama (C1 = 0) dan menyimpan semua pendapatan, sehingga konsumsi periode kedua C2 adalah (1 + r) Y1 + Y2.
Pada titik C, konsumen berencana untuk tidak mengkonsumsi apa pun di periode kedua (C2 = 0) dan meminjam sebanyak mungkin terhadap pendapatan periode kedua, sehingga konsumsi periode pertama C1 adalah Y1 + Y2 / (1 + r). Ini hanya tiga dari banyak kombinasi konsumsi periode pertama dan kedua yang mampu dibeli oleh konsumen: semua poin di jalur dari B ke C tersedia untuk konsumen.
Menabung pada periode 1 dan melakukan konsumsi lebih besar pada periode 2 Pertimbangkan bagaimana pendapatan konsumen dalam dua periode membatasi konsumsi dalam dua periode.
Pada periode pertama, tabungan sama dengan pendapatan dikurangi konsumsi. Itu adalah,
S = Y1 – C1 ………. (1)
di mana S merupakan tabungan. Pada periode kedua, konsumsi sama dengan akumulasi tabungan, termasuk bunga yang diperoleh dari tabungan itu (r), ditambah pendapatan periode kedua. Hal itu dapat dirumuskan:
C2 = (1 + r) S + Y2 ………..(2)
di mana r adalah tingkat bunga riil. Misalnya, jika tingkat bunga riil adalah 5 persen, maka untuk setiap $ 1 tabungan dalam periode satu, konsumen menikmati tambahan sehingga menjadi $ 1,05 dari konsumsi dalam periode dua. Karena tidak ada periode ketiga, konsumen tidak menabung di periode kedua.
Konsumsi lebih besar pada periode 1 dan membayar utang pada periode 2 Perhatikan bahwa variabel S pada rumus 2 diatas dapat mewakili tabungan atau pinjaman dan persamaan ini berlaku dalam kedua kasus. Jika konsumsi periode pertama kurang dari pendapatan periode pertama, maka konsumen akan menabung. dan tabungan (S) tentunya menjadi lebih besar dari nol.
Jika konsumsi periode pertama melebihi pendapatan periode pertama, maka konsumen akan meminjam uang untuk melakukan konsumsi. Dan tabungan tentunya akan kurang dari nol. Untuk itu, kita mengasumsikan bahwa suku bunga pinjaman sama dengan suku bunga tabungan.
Untuk menurunkan batasan anggaran konsumen, gabungkan dua persamaan sebelumnya. Gantikan persamaan pertama untuk S kedalam persamaan kedua sehingga diperoleh
C2 = (1 + r) (Y1 – C1) + Y2 ………….. (3)
Untuk membuat persamaan lebih mudah ditafsirkan, kita harus mengatur ulang istilah. Untuk menempatkan semua istilah konsumsi bersamaan, bawa (1 + r) C1 dari sisi kanan ke sisi kiri persamaan untuk mendapatkan
(1 + r) C1 + C2 = (1 + r) Y1 + Y2 …………… (4)
Sekarang bagi kedua belah pihak dengan 1 + r untuk mendapatkan persamaan
C1 + C/ (1+r) = Y1 + Y2/1+r
Persamaan ini menghubungkan konsumsi dalam dua periode dengan pendapatan dalam dua periode. Ini adalah cara standar untuk mengekspresikan batasan anggaran antarwaktu konsumen.
Batasan anggaran konsumen mudah ditafsirkan. Jika tingkat bunga nol, batasan anggaran menunjukkan bahwa total konsumsi dalam dua periode sama dengan total pendapatan dalam dua periode. Dalam kasus biasa di mana tingkat bunga lebih besar dari nol, konsumsi masa depan dan pendapatan masa depan didiskontokan oleh faktor 1 + r. Diskonto ini muncul dari bunga yang diperoleh dari tabungan.
Intinya, karena konsumen mendapatkan bunga dari pendapatan saat ini yang disimpan, pendapatan di masa depan bernilai kurang dari pendapatan saat ini. Demikian pula, karena konsumsi masa depan dibayar dari tabungan yang telah mendapatkan bunga, biaya konsumsi masa depan lebih kecil dari konsumsi saat ini. Faktor 1 / (1 + r) adalah harga konsumsi perioda-kedua yang diukur dari konsumsi perioda-pertama: itu adalah jumlah konsumsi perioda-pertama yang harus dilupakan konsumen untuk mendapatkan 1 unit konsumsi perioda-kedua.
Preferensi Konsumen Preferensi konsumen mengenai konsumsi dalam dua periode dapat diwakili oleh kurva indiferen. Kurva indiferen (indifference curve) menunjukkan kombinasi konsumsi periode pertama dan periode kedua yang membuat konsumen sama-sama bahagia.
Gambar 17-4 menunjukkan dua dari banyak kurva indiferen konsumen. Konsumen acuh tak acuh di antara kombinasi W, X, dan Y, karena mereka semua pada kurva yang sama. Tidak mengherankan, jika konsumsi periode pertama konsumen berkurang, katakanlah dari titik W ke titik X, konsumsi periode kedua harus meningkat untuk membuatnya tetap sama bahagia. Jika konsumsi periode pertama dikurangi lagi, dari titik X ke titik Y, jumlah konsumsi periode kedua tambahan yang ia butuhkan untuk kompensasi lebih besar.
Kemiringan pada titik mana pun pada kurva indiferensi menunjukkan berapa banyak konsumsi perioda-kedua yang dibutuhkan konsumen untuk mendapat kompensasi pengurangan 1 unit pada konsumsi perioda-pertama. Kemiringan ini adalah tingkat substitusi marjinal antara konsumsi periode pertama dan konsumsi periode kedua. Ini memberi tahu kita tingkat di mana konsumen bersedia mengganti konsumsi perioda-kedua dengan konsumsi perioda-pertama.
Perhatikan bahwa kurva indiferen pada Gambar 17-4 bukanlah garis lurus; sebagai hasilnya, tingkat substitusi marjinal tergantung pada tingkat konsumsi dalam dua periode. Ketika konsumsi periode pertama tinggi dan konsumsi periode kedua rendah, seperti pada titik W, tingkat substitusi marjinal rendah: konsumen hanya membutuhkan sedikit konsumsi periode kedua tambahan untuk melepaskan 1 unit konsumsi periode pertama. Ketika konsumsi pada periode pertama rendah dan konsumsi untuk periode kedua tinggi, seperti tergambar di titik Y, maka tingkat substitusi marjinalnya tinggi: konsumen disini membutuhkan banyak tambahan konsumsi pada periode kedua untuk melepaskan 1 unit konsumsi pada periode pertama.
Konsumen sama-sama bahagia di semua titik pada kurva indiferen yang diberikan, tetapi ia lebih memilih beberapa kurva indiferen daripada yang lain. Karena dia lebih suka lebih banyak konsumsi daripada lebih sedikit, dia lebih suka kurva ketidakpedulian yang lebih tinggi daripada yang lebih rendah. Pada Gambar 17-4, konsumen lebih suka salah satu titik pada kurva IC2 daripada titik pada kurva IC1.
Seperangkat kurva ketidakpedulian memberikan peringkat lengkap dari preferensi konsumen. Ini memberitahu kita bahwa konsumen lebih suka titik Z ke titik W, tetapi itu harus jelas karena titik Z memiliki lebih banyak konsumsi di kedua periode. Namun, bandingkan titik Z dan titik Y: titik Z memiliki lebih banyak konsumsi dalam periode satu dan kurang dalam periode dua. Mana yang lebih disukai, Z atau Y? Karena Z berada pada kurva indiferensi yang lebih tinggi daripada Y, kita tahu bahwa konsumen lebih suka titik Z ke titik Y. Oleh karena itu, kita dapat menggunakan seperangkat kurva indiferen untuk memeringkat setiap kombinasi konsumsi periode-pertama dan periode-kedua.
Optimasi Setelah membahas batasan dan preferensi anggaran konsumen, kami dapat mempertimbangkan keputusan tentang berapa banyak yang harus dikonsumsi dalam setiap periode waktu. Konsumen ingin mendapatkan kombinasi konsumsi terbaik dalam dua periode — yaitu, pada kurva indiferensi tertinggi. Tetapi batasan anggaran mensyaratkan bahwa konsumen juga berakhir di atau di bawah garis anggaran karena garis anggaran mengukur total sumber daya yang tersedia baginya.
Gambar 17-5 menunjukkan bahwa banyak kurva ketidakpedulian melewati garis anggaran. Kurva indiferensi tertinggi yang dapat diperoleh konsumen tanpa melanggar batasan anggaran adalah kurva indiferen yang hampir tidak menyentuh garis anggaran, yaitu kurva IC3 pada gambar. Titik di mana kurva dan garis bersentuhan — titik O, untuk “optimal” —adalah kombinasi konsumsi terbaik dalam dua periode yang mampu dilakukan konsumen.
Perhatikan bahwa, secara optimal, kemiringan kurva ketidakpedulian sama dengan kemiringan garis anggaran. Kurva indiferensi bersinggungan dengan garis anggaran. Kemiringan kurva indiferensi adalah tingkat marjinal MRS substitusi, dan kemiringan garis anggaran adalah 1 ditambah tingkat bunga riil. Kami menyimpulkan bahwa pada titik O
MRS = 1 + r.
Konsumen memilih konsumsi dalam dua periode sedemikian rupa sehingga tingkat substitusi marjinal sama dengan 1 ditambah tingkat bunga riil.
Teori Konsumsi Irving Fisher menjelaskan Perubahan Penghasilan Mempengaruhi Konsumsi Peningkatan Y1 atau Y2 menggeser batasan anggaran ke luar, seperti pada Gambar 17-6. Peningkatan pendapatan dari Y1 dan Y2 menjadikan batasan anggaran menjadi lebih tinggi. Batasan anggaran yang lebih tinggi memungkinkan konsumen untuk memilih kombinasi konsumsi periode pertama dan kedua yang lebih baik. Konsumen sekarang dapat mencapai kurva indiferen yang lebih tinggi.
Pada Gambar 17-6, konsumen merespons pergeseran batasan anggarannya dengan memilih lebih banyak konsumsi di kedua periode. Meskipun tidak tersirat oleh logika model saja, situasi ini adalah yang paling biasa. Jika seorang konsumen menginginkan lebih banyak barang ketika pendapatannya naik, para ekonom menyebutnya sebagai barang normal. Kurva indiferen pada Gambar 17-6 diambil dengan asumsi bahwa konsumsi pada periode satu dan konsumsi pada periode dua adalah barang normal.
Kesimpulan utama dari Gambar 17-6 adalah bahwa terlepas dari apakah peningkatan pendapatan terjadi pada periode pertama atau periode kedua, konsumen menyebarkan konsumsi berlebih di kedua periode tersebut. Perilaku ini kadang-kadang disebut consumption smoothing. Karena konsumen dapat meminjam dan meminjamkan antar periode, waktu pendapatan tidak relevan dengan berapa banyak dikonsumsi hari ini (kecuali bahwa pendapatan masa depan didiskontokan oleh suku bunga). Pelajaran dari analisis ini adalah bahwa konsumsi bergantung pada nilai sekarang dari pendapatan saat ini dan masa depan, yang dapat ditulis sebagai
Nilai Sekarang dari Penghasilan = Y1 + Y2 / (1 + r)
Perhatikan bahwa kesimpulan ini sangat berbeda dari yang dicapai oleh Keynes. Keynes berpendapat bahwa konsumsi seseorang saat ini sangat tergantung pada pendapatannya saat ini. Sebaliknya, model teori konsumsi Irving Fisher mengatakan bahwa konsumsi didasarkan pada pendapatan yang diharapkan konsumen sepanjang hidupnya.
Perubahan Tingkat Bunga Riil Mempengaruhi Konsumsi Dengan model teori konsumsi Irving Fisher, kita dapat mempertimbangkan bagaimana perubahan tingkat bunga riil akan mengubah pilihan konsumen. Ada dua kasus yang perlu dipertimbangkan: kasus di mana konsumen awalnya menabung dan kasus di mana ia awalnya meminjam.
Gambar 17-7 menunjukkan bahwa kenaikan tingkat bunga riil memutar garis anggaran konsumen di sekitar titik (Y1, Y2) dan, dengan demikian, mengubah jumlah konsumsi yang ia pilih di kedua periode. Di sini, konsumen bergerak dari titik A ke titik B. Anda dapat melihat bahwa untuk kurva indiferen yang digambarkan dalam gambar ini, konsumsi periode pertama turun dan konsumsi periode kedua naik.
Ekonom menguraikan dampak kenaikan tingkat bunga riil pada konsumsi menjadi dua efek: efek pendapatan dan efek substitusi. Buku teks dalam ekonomi mikro membahas efek ini secara rinci. Kami meringkasnya secara singkat di sini.
Efek pendapatan adalah perubahan konsumsi yang dihasilkan dari pergerakan ke kurva indiferen yang lebih tinggi. Karena konsumen adalah penabung dan bukan peminjam (seperti yang ditunjukkan oleh fakta bahwa konsumsi periode pertama kurang dari pendapatan periode pertama), kenaikan tingkat bunga membuatnya lebih baik (seperti tercermin dari pergerakan ke ketidakpedulian yang lebih tinggi). melengkung). Jika konsumsi dalam periode satu dan konsumsi dalam periode dua adalah barang normal, konsumen akan ingin menyebarkan peningkatan kesejahteraannya selama dua periode. Efek pendapatan ini cenderung membuat konsumen menginginkan lebih banyak konsumsi di kedua periode tersebut.
Efek substitusi adalah perubahan konsumsi yang dihasilkan dari perubahan harga relatif konsumsi dalam dua periode. Khususnya, konsumsi pada periode dua menjadi lebih murah dibandingkan dengan konsumsi pada periode pertama ketika tingkat bunga naik. Itu karena tingkat bunga riil yang diperoleh dari tabungan lebih tinggi, konsumen sekarang harus mengurangi konsumsi periode-pertama untuk memperoleh unit tambahan dari konsumsi periode-kedua. Efek substitusi ini cenderung membuat konsumen memilih lebih banyak konsumsi dalam periode dua dan lebih sedikit konsumsi dalam periode satu.
Pilihan konsumen tergantung pada efek pendapatan dan efek substitusi. Karena kedua efek bertindak untuk meningkatkan jumlah konsumsi periode kedua, kita dapat menyimpulkan bahwa kenaikan suku bunga riil meningkatkan konsumsi periode kedua. Tetapi kedua efek tersebut memiliki dampak yang berlawanan pada konsumsi periode-pertama, sehingga kenaikan suku bunga dapat menurunkan atau menaikkannya. Oleh karena itu, tergantung pada ukuran relatif dari pendapatan dan efek substitusi, kenaikan suku bunga dapat menstimulasi atau menekan tabungan.
Kendala Peminjaman Model Fisher mengasumsikan bahwa konsumen dapat meminjam serta menabung. Kemampuan meminjam memungkinkan konsumsi saat ini melebihi pendapatan saat ini. Intinya, ketika konsumen meminjam, ia mengkonsumsi sebagian dari penghasilannya di masa depan hari ini. Namun bagi banyak orang pinjaman seperti itu tidak mungkin. Misalnya, seorang siswa yang ingin menikmati liburan musim semi di Florida mungkin tidak akan dapat membiayai liburan ini dengan pinjaman bank. Mari kita periksa bagaimana analisis Fisher berubah jika konsumen tidak dapat meminjam.
Ketidakmampuan untuk meminjam mencegah konsumsi saat ini melebihi pendapatan saat ini. Batasan pada pinjaman dapat dinyatakan sebagai
C1 ≤ Y1.
Ketidaksetaraan ini menyatakan bahwa konsumsi dalam periode pertama harus kurang dari atau sama dengan pendapatan pada periode pertama. Batasan tambahan pada konsumen ini disebut batasan pinjaman atau, terkadang, batasan likuiditas.
Gambar 17-8 menunjukkan bagaimana batasan pinjaman ini membatasi pilihan konsumen. Pilihan konsumen harus memenuhi batasan anggaran antarwaktu dan batasan pinjaman. Area yang diarsir mewakili kombinasi konsumsi periode pertama dan konsumsi periode kedua yang memenuhi kedua kendala.
Gambar 17-9 menunjukkan bagaimana batasan pinjaman ini mempengaruhi keputusan konsumsi. Ada dua kemungkinan. Pada panel (a), konsumen ingin mengkonsumsi lebih sedikit dalam periode satu daripada yang dia dapatkan. Batasan pinjaman tidak mengikat dan, karenanya, tidak mempengaruhi konsumsi. Pada panel (b), konsumen ingin memilih titik D, di mana ia mengkonsumsi lebih banyak dalam periode satu daripada yang ia dapatkan, tetapi batasan pinjaman mencegah hasil ini. Yang terbaik yang dapat dilakukan konsumen adalah mengkonsumsi semua pendapatan periode pertamanya, yang diwakili oleh poin E.
Analisis kendala pinjaman membuat kami menyimpulkan bahwa ada dua fungsi konsumsi. Untuk beberapa konsumen, batasan pinjaman tidak mengikat, dan konsumsi di kedua periode tergantung pada nilai sekarang dari pendapatan seumur hidup, Y1 + [Y2 / (1 + r)]. Untuk konsumen lain, batasan pinjaman mengikat, dan fungsi konsumsi adalah C1 = Y1 dan C2 = Y2. Oleh karena itu, bagi konsumen yang ingin meminjam tetapi tidak bisa, konsumsi hanya bergantung pada pendapatan saat ini.
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