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secondary 4 | E Maths
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Date Posted: 2 years ago
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Let length of one side of the cube be x cm.
x³ ≈ 96
To find least possible length of one side of the cube, we must take the least possible volume of the cube, which means the 96cm³ must have been rounded up as much as possible. Thus, the least possible volume of cube is 95.5cm³. So:
x³ ≥ 95.5
x ≥ ³√95.5
x ≥ 4.57 (2 d.p)
Hope this helps! I provide English, Math, Science and Chinese tuition for primary and secondary school students
x³ ≈ 96
To find least possible length of one side of the cube, we must take the least possible volume of the cube, which means the 96cm³ must have been rounded up as much as possible. Thus, the least possible volume of cube is 95.5cm³. So:
x³ ≥ 95.5
x ≥ ³√95.5
x ≥ 4.57 (2 d.p)
Hope this helps! I provide English, Math, Science and Chinese tuition for primary and secondary school students
Thks
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