The dimensions of aluminum foil in a box for sale in supermarket are 66 2/3 years by 12 inches. The mass of the foil is 0.83 kg. if its density is 2.70 g/cm3, then what us the thickness of the foil in inches?
The lengths of the foil in cm is:
l (foil) = 66 2/3 yards = 6096 cm
The width of the foil in cm is:
w (foil) = 12 inches = 30.48 cm
According to the equation:
V = l × w × t
where l - length, w - width, t - thickness
From here:
t = V / (l × w)
According to the equation:
V = m / d
where m - mass, d - density
From here:
t (foil) = m / (d × l × w) = 0.83 kg / (2.70 g/ cm3 × 6096 cm × 30.448 cm) = 830 g / (2.70 g/ cm3 × 6096 cm × 30.448 cm) = 0.001656 cm = 0.00065 inches
Answer: 0.00065 inches
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