A glass flask is filled upto a mark with 50 cm3 of mercury at 18∘C. If the flask and contents are heated to 38∘C, how much mercury will be above the mark?α for glass is 10×10−6∘C−1 and coefficient of volumetric expansion of mercury is 180×10−6∘C−1

A glass flask is filled upto a mark with 50 cm3 of mercury at 18∘C.

1.	A glass flask is filled upto a mark with 50 cm3 of mercury at 18∘C. If the flask and contents are heated to 38∘C, how much mercury will be above the mark?α for glass is 10×10−6∘C−1 and coefficient of volumetric expansion of mercury is 180×10−6∘C−1
Answer» A glass flask is filled upto a mark with $50 {cm}^{3}$ of mercury at $18^{\circ} C$ . If the flask and contents are heated to $38^{\circ} C$ , how much mercury will be above the mark? $α$ for glass is $10 \times {10^{- 6}}^{\circ} C^{- 1}$ and coefficient of volumetric expansion of mercury is $180 \times {10^{- 6}}^{\circ} C^{- 1}$

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A glass flask is filled upto a mark with 50 cm3 of mercury at 18∘C. If the flask and contents are heated to 38∘C, how much mercury will be above the mark?α for glass is 10×10−6∘C−1 and coefficient of volumetric expansion of mercury is 180×10−6∘C−1

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