Bangun Ruang Kubus

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[/img]
A. Kubus dan Unsur-unsurnya
[img]data:image/png;base64,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[/img][br]Kubus adalah bangun ruang yang dibatasi oleh enam sisi yang berbentuk persegi. Dalam kehidupan[br]sehari-hari banyak sekali kita jumpai benda-benda yang berbentuk kubus, seperti : dadu, lemari es, kotak kado, dan sebagainya.[br][br]Dari gambar di atas, dapatkah kalian menyebutkan unsur-unsur pada kubus?[br]Berikut ini adalah unsur-unsur Kubus :[br][list][*]Mempunyai enam sisi yang berukuran sama (kongruen).[/*][*]Mempunyai delapan titik sudut, mempunyai 12 rusuk yang sama panjang.[/*][*]Mempunyai 12 diagonal bidang/sisi yang sama panjnag.[/*][*]Mempunyai 4 diagonal ruang.[/*][/list]
Ilustrasi
B. Diagonal Kubus
Kubus mempunyai 12 diagonal bidang dan 4 diagonal ruang. [br]Tahukah kalian perbedaan keduanya ?[br]Diagonal bidang suatu kubus adalah ruas garis yang menghubungkan dua titik sudut yang berhadapan pada setiap bidang atau sisi kubus. Sedangkan diagonal ruang pada kubus adalah ruas garis yang menghubungkan dua titik sudut yang berhadapan dalam suatu ruang di dalam kubus. [br][br]Untuk menghitung diagonal sisi dan diagonal ruang kubus, perhatikanlah ilustrasi dibawah ini !
Ilustrasi
C. Melukis Irisan Kubus dengan Sumbu Afinitas
Sumbu afinitas adalah garis potong antara bidang irisan dengan alas bangun ruang yang[br]diirisnya. [br]Aksioma yang diperlukan dalam melukis bidang irisan : [br][list=1][*]Dua titik menentukan garis. [/*][*]Garis dapat diperpanjang pada kedua ujungnya.[/*][*]Bidang dapat diperluas.[/*][*]Pilih dua titik pada bidang irisan yang terletak sebidang pada bangun ruang.[/*][*]Lukislah garis yang melalui dua titik tersebut.[/*][*]Perpanjang garis-garis pada alas bangun ruang sehingga memotong garis pada langkah 5.[/*][*]Hubungkan 2 titik baru pada bidang alas bangun ruang. Garis yang diperoleh adalah sumbu afinitas.[/*][*][b] [/b]Lengkapi gambar irisan bidang tersebut.[/*][/list]Untuk melukis bidang irisan kubus maka aksioma-aksioma diatas harus dipenuhi. [br]Perhatikan ilustrasi dibawah ini :
Ilustrasi
D. Luas dan Volume Kubus
[b]1. Luas Permukaan Kubus[br][/b][br] Untuk menghitung luas permukaan kubus, rumusnya adalah :[br] [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXQAAABNCAYAAAC2YZ+CAAAJo0lEQVR4Ae2dy3EcuRJFe8nlLLWUCWOCzJEnMkNmaDkm0BSZ0Ipk84qJJOoDFIAu1JyKYCSQyA9wAF7O2+jd7nwQgAAEIHAJArdLnIJDQAACEIDAHUHnEUAAAhC4CAEE/SIXyTEgAAEIIOi8AQhAAAIXIYCgX+QiOQYEIAABBJ03AAEIQOAiBBD0i1wkx4AABCCAoPMGIAABCFyEAIJ+kYvkGBCAAAQQdN4ABCAAgYsQQNAvcpEcAwIQgACCzhuAAAQgcBECCPpFLpJjQAACEEDQeQMQgAAELkIAQb/IRXIMCEAAAgg6bwACEIDARQgg6Be5SI4BAQhAAEHnDUDgpAR+/fp1//r16/12u/EzKQO7v58/fw57YQj6MNQ0gkAZgS9fviDkkwq5/yP88vJSdvEHohH0A/BIhUBPAl4UGM/9v1J6vhNfG0H3NBhD4EQEvIjf3/7fIu3XlZ9ZGKT3N+ZhIehjONMFAsUEUkFAyGcRcu0zvb/i669KQNCrsJEEgf4EUkFA0CWUs9j0/vq/F+uAoI/hTBcIFBNIBQFBn0XItc/0/oqvvyoBQa/CRhIE+hNIBQFBl1DOYtP76/9erAOCPoYzXSBQTCAVBAR9FiHXPtP7K77+qgQEvQobSRDoTyAVBARdQjmLTe+v/3uxDgj6GM50gUAxgVQQEPRZhFz7TO+v+PqrEhD0KmwkQaA/gVQQEHQJ5Sw2vb/+78U6IOhjONMFAsUEUkHoJ+ij+swixK32mXItvv6qBAS9ChtJEOhPIBWE9oLeu34rYZy1Tsq3/3uxDgj6GM50gUAxgVQQ2gp6z9qzCnDrfaeMi6+/KgFBr8I2PkmPY3zn5Y6t9tSqzvJO51wRF7MtxUZ1W9ak1uc7EufH/Y15g80F3R/Cj8cc55pdzsix1Z5a1bnizadsPgtGjYgeqelzNbY9aGx2755izp5cn6PxyP57z6Y47fFxtjEvtLmga9s6jObYYwTOyLPVnlrVOUb4fNniYlYicdSqZm0d5fs9ybe3ZoyP87U6ijWrOPk037IxPs638veuq67ZUV+3TjrMqINcvc8ZebbaU6s6V3sD4mJ2r4isxfl6cbyWF9d8rq2V7k/5vm5JDeUrR9bXWxsr38eU1vC5S2P1edQe8zoR9DGcD3fR4zhcqGGBVntqVafh0U5RSlzMLolGiT9XL+fbU7M2z2ofydXejtQ4kqv+e2zaZ8yTeqqg5w6c8xkK77dx/LbWFa+4WFPr3io29pPf11ga+1zlHfFpf7lafg9aV7ys/LLy+1w/trilL9bQXDlxvlRXcVvrqrsUF/0+3tbsU68t+x7+VOP3uEdAtmKW6i351+rV5Kiez9VYa3ut8szuzVGcz9VYay2taj/2OOYpLf+2Huyvw2yVycVF356572PxuU91ZC1G45jj54qJ8YrRurfqv+aLMZr7PvKpjuaKiXOL0xdz1uZak12qIb/ZGCvfnhjL1ac68sW56mo95vm5xsrx89nGKQfjdexnqd6Sf6tfbZ7V9bkab/WL68ozG9e25j5X462c0nXVfexvzOv7+K1q3E+H2Sqbi4u+0vlaz1jLYqNP82hVV37NZXP+Pb6aGMuJX6xzdG71Yw3fM67ZPH4xJlezZ0zcz0xzcXlwLRetKEBL9Zb8Md/Pfc6R/dXWqc3zZ7Bxqzqxbqw96t19/g1s1Fmgtsrl4nI+1dGaWX3e5/1a91axa75czFq81nJ5e3wlMblY9fdWcWZzX25dPh+f82lda7Lye5tbi744t/zoi/O1mFys9qS1Lav4Z1q/x5xglPqW6i351+pbzmfRevjW8nJrM/bPnSP60nONeUn53/YGvXWYpVKPB/H5F9fic7ne58eqL5+s/NHm1qMvzvfUsJhc3h5faUwuXnv0a368Z30rXjVkfbwfa91szh99cZ7L2xPj83Lxfl8zjHUGs1Esaueq6fPl29vHx5XmWl+fr32ojuZr1ucrz/vWcm0tF6s6W7kl66r56DfmxU0h6AIjJHEuv9m1taX1mKO5WX1x7Oc+JvptvuWriWmRE2vE+RKvpfPuzY9xcZ7ruydG+8rl+7VZxjqz2RIhWYvN1ZRvLU9ruVj5zCpuzSrex+R8fl3jXJx8ZhW3ZhXvY3I+v14zVs3Hvsa8ug/FatxPh8mV9QeMcZrLWr4fL819H4tf+rZqKU9x3sY1zWUVq7nZPb4Yo7ns0Traj6+XqxnXczGqtbQWayzNvd+PS+v6XBv7L8792gxjne1xjn1itVd4fO299XM50benlmJi7tbec/HRp9prtRQTc9dyatZ8/VHvLf0NaNDVH2Jt7Fv5OPNrrhjNc9bHa115OasYb3Nxsa5ifJ6N9eX8e325XsqNa+qpddlcnNaWcvx6HOfqmU9fSbyPtXzNVcv7cmuK05pZn5NbV4zWZrTpedsKeo1AkVN2B+n9jXmBH4rUot/v3/e7/eg70/x9L4L8ts+z7tX4nYld3M+Z9xb3mpubb4JPb9UsYjofg/T+xjy4toL++nq/f/v2IUY2fvbc9mTf+97+ud3u9vO2r2fvbbb+geXfPzpnuOctltr7mN+rJl1SQZhP0P7vf4TS+2vyJDaLtBV0a/cunG+CaeNnzz2C19f7f7fb28/bvp69t9n6B5Z//yie4Z63WPq9TzJOBQFBn+0PRHp/Yx5de0G3fesXXGd49vx9Hwb43/cfG799z97bbP11p2Zn3rs/x0nHqSAg6Aj69kPtI+jbfYmAAAQ2CCDoc/8RS+9v47IbLSPojUBSBgKtCaSCMLe4zfZf1y32m95f69eRr4eg57nghcDTCaSCgKC3ENmRNdL7G/OcEPQxnOkCgWICqSAg6CPFuEWv9P6Kr78qAUGvwkYSBPoTSAUBQW8hsiNrpPfX/71YBwR9DGe6QKCYgBcExp//qduZmBRffmUCgl4JjjQI9Cbw8vLy959JmEm82OvnPz6934rqI+gigYXAyQj8+PEDQX//10pn/iPx/fv3YS8LQR+GmkYQgAAE+hJA0PvypToEIACBYQQQ9GGoaQQBCECgLwEEvS9fqkMAAhAYRgBBH4aaRhCAAAT6EkDQ+/KlOgQgAIFhBBD0YahpBAEIQKAvAQS9L1+qQwACEBhGAEEfhppGEIAABPoSQND78qU6BCAAgWEEEPRhqGkEAQhAoC8BBL0vX6pDAAIQGEYAQR+GmkYQgAAE+hJA0PvypToEIACBYQQQ9GGoaQQBCECgLwEEvS9fqkMAAhAYRgBBH4aaRhCAAAT6EkDQ+/KlOgQgAIFhBBD0YahpBAEIQKAvgT+aZsi4CSbwUwAAAABJRU5ErkJggg==[/img][br] Angka 6 didapatkan dari 6 sisi kubus yang berukuran sama, Sedangkan “s” adalah panjang sisi kubus.[br][br][br][b]2. Volume Kubus[/b][br][br] Untuk menghitung volume kubus, rumusnya adalah :[br] [img]data:image/png;base64,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[/img]
Latihan
Untuk Mengetahui Kemampuan Anda pada materi Bangun Ruang Kubus, silahkan kerjakan soal berikut ini !

Information: Bangun Ruang Kubus