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[tex]\begin{aligned} Volume &= 1/3 \times Luas~Alas \times Tinggi \\&= 1/3 \times 256~cm^2 \times \left(\sqrt{(17~cm)^2 - (\sqrt{256~cm^2} \div 2)^2} \right) \\&= 1/3 \times 256~cm^2 \times \left( \sqrt{(17~cm)^2 - (8~cm)^2} \right) \\&= 1/3 \times 256~cm^2 \times 15~cm \\&= 256~cm^2 \times 5~cm \\&= \boxed{\bold{\underline{1280~cm^3}}} \end{aligned}[/tex]
Opsi Jawaban : A
[tex]\boxed{\colorbox{ccddff}{Answered by Danial Alf'at | 07 - 06 - 2023}}[/tex]
VL :
= 1/3(256(√17² - 8²)
= 1/3(256(√(17(17) - (8(8)
= 1/3(256(√289 - 64)
= 1/3(256(√225)
= 1/3(256(√15²)
= 1/3(256(15)
= 1/3(3.840)
= 3.840/3
= 1.280 Centimeter³
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[tex]\begin{aligned} Volume &= 1/3 \times Luas~Alas \times Tinggi \\&= 1/3 \times 256~cm^2 \times \left(\sqrt{(17~cm)^2 - (\sqrt{256~cm^2} \div 2)^2} \right) \\&= 1/3 \times 256~cm^2 \times \left( \sqrt{(17~cm)^2 - (8~cm)^2} \right) \\&= 1/3 \times 256~cm^2 \times 15~cm \\&= 256~cm^2 \times 5~cm \\&= \boxed{\bold{\underline{1280~cm^3}}} \end{aligned}[/tex]
Opsi Jawaban : A
[tex]\boxed{\colorbox{ccddff}{Answered by Danial Alf'at | 07 - 06 - 2023}}[/tex]
Verified answer
VL :
= 1/3(256(√17² - 8²)
= 1/3(256(√(17(17) - (8(8)
= 1/3(256(√289 - 64)
= 1/3(256(√225)
= 1/3(256(√15²)
= 1/3(256(15)
= 1/3(3.840)
= 3.840/3
= 1.280 Centimeter³