At
The
coefficient of linear expansion of glass
|
Solution: Click For PDF Version We
will first calculate the density of mercury at
Therefore,
Volume
of 891 g of mercury at
Change in the
volume of mercury when its temperature changes from
We will next
calculate the change in the volume of the glass flask when its
temperature changes from
The volume of
the empty flask at
We will next
calculate the density of mercury at
Additional
amount of mercury needed to fill the flask at
Therefore,
the total amount of mercury in the flask at
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a glass flask is filled by 891 g
of mercury. We have to calculate the mass of mercury that is needed
to fill the flask at
.
;
and the coefficient of volume expansion of mercury is
and density of mercury at
,
.
.
Therefore,
