2. A glass flask whose volume is exactly 1000 cm³ at 0°C is filled full of mercury at this temperature. When the glass flask and mercury are heated to 100°C, 15.2 cm³ of mercury overflow. If the coefficient of volume expansion of mercury is 0.000182/°C. Compute the linear expansion of the glass flask.

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Chapter1: Units, Trigonometry. And Vectors
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Please do number 2

NOTE: Always follow instructions:
Use short size bond paper for your answer sheets. Always write your name in top upper left of your
paper even you are using two or more pages.
For all answers, please indicate the units.
1. A 150 gm bottle has a mass of 300 gm when it is filled with water.
And 310 gm when filled with unknown liquid.
What is the density of the unknown liquid
In (kg/m³)
2. A glass flask whose volume is exactly 1000 cm³ at 0°C is filled
full of mercury at this temperature. When the glass flask
and mercury are heated to 100°C, 15.2 cm³ of mercury overflow.
If the coefficient of volume expansion of mercury is 0.000182/°C.
Compute the linear expansion of the glass flask
3. Calculate the electric field strength at P as shown. If q=2.5 x 106 coul. q₂ = 1x 106 coul. q3 = 3
x 10-6 coul.
37 mm
P
42/mm
35⁰
93
40 mm
Transcribed Image Text:NOTE: Always follow instructions: Use short size bond paper for your answer sheets. Always write your name in top upper left of your paper even you are using two or more pages. For all answers, please indicate the units. 1. A 150 gm bottle has a mass of 300 gm when it is filled with water. And 310 gm when filled with unknown liquid. What is the density of the unknown liquid In (kg/m³) 2. A glass flask whose volume is exactly 1000 cm³ at 0°C is filled full of mercury at this temperature. When the glass flask and mercury are heated to 100°C, 15.2 cm³ of mercury overflow. If the coefficient of volume expansion of mercury is 0.000182/°C. Compute the linear expansion of the glass flask 3. Calculate the electric field strength at P as shown. If q=2.5 x 106 coul. q₂ = 1x 106 coul. q3 = 3 x 10-6 coul. 37 mm P 42/mm 35⁰ 93 40 mm
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