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Diterbitkan olehSudirman Budiman Telah diubah "8 tahun yang lalu
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CUBECUBE and CUBOIDCUBOID To calculate the sum of edges, length of face/plane diagonal, and diagonal, also area of diagonal plane Created by Cep Andi Alim Subarkah for mathlabsky.wordpress.com
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The sum of Edge The length of face diagonal The length of diagonal The area of diagonal plane A B C D E H F G r cm EXAMPLE 1 EXAMPLE 2
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A B C D E H F G r cm Look at ∆BAE, ∠ A is right angle. → → → → →
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A B C D E H F G r cm Look at ∆CAE, ∠ A is right angle. → → → → →
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A B C D E H F G r cm → → → Look at rectangle ABGH
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Given a cube with measure of edge is 4 cm. calculate a.The sum of edgesc. The length of diagonal b.The length of face diagonald. The area of diagonal plane The answer: a. The sum of edges → 12 x r = 12 x 4cm = 48 cm
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The answer: L.O.F.D r r r= 6 cm a. The sum of edges → 12 x r = 12 x 6cm = 72 cm
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A B C D E H F G l cm w cm h cm The sum of Edge The length of face diagonal The length of diagonal Example 1 Example 2
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A B C D E H F G l cm w cm h cm Look at ∆CBF, ∠ B is right angle. Look at ∆ABC, ∠ B is right angle.
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A B C D E H F G l cm w cm h cm Look at ∆CAE, ∠ A is right angle. → → → →
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The answer : a.The sum of edges : 4 (l + w + h) : 4 (10 + 6 + 9) : 4 (25) : 100 cm A B C D E F G H 10 cm 6 cm 9 cm
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A B C D E F G H 10 cm 6 cm 9 cm
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Sebuah balok memiliki ukuran rusuk alas 8 cm x 10cm. Jika panjang seluruh rusuk balok adalah 92cm, maka panjang diagonal ruang balok adalah … Jawab Panjang rusuk Seluruh = 92 4 (p + l + t) = 92 4 (8 + 10 + t) = 92 4 (18 + t) = 92 18 + t = 92 : 4 = 23 t= 23 – 18 = 5
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