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A manometer has a well of cross-sectional area 4 cm 2 and a tube of cross-sectional area 2cm2, the tube is inclined at an angle 30 degree to the well. If the well is exposed to a source of pressure which result into a drop of a liquid of 10cm3. Calculate the height of liquid waste in the tube.
A manometer has a well of cross-sectional area of 4cm2 and a tube of cross-sectional area 2cm2 the tube is inclined at an angle 30 degrees to the well. If the well is exposed to a source of pressure which result into a drop of liquid of 10cm3. Calculate the height liquid dropped in well.
A U-Tube manometer has Mercury of relative density of 13.6 as it manometric liquid. kerosene of relative density of 0.6 was poured into one of the arms and so a drop off 2.0cm results in that arm. Also water with a relative density of 1 g/cm3 was poured into the other arm and so the two arm become the same again. calculate the height of water column.
a U-Tube manometer has a mercury of relative density of 13.6 as it monumetric liquid. kerosene of relative density of 0.6 was poured into one of the arms and so a drop of 2.0 cm result in that arm. Also, water with a density of 1 g per cm cube was poured into another arm and so the two arms become the same again. calculate the height of the kerosene

Use the following information to answer the next 2 questions:

A 25.0-kg child in Red Deer pumps herself on a swing when she kicks upward on the downswing, thus changing the distance from the pivot point to her centre of gravity from 2.40 m to 2.28 m.


1) The resonant frequency of her swing before the kick is: ___ Hz. 

2) The resonant frequency of her swing after the kick is: ___ Hz.


In the statements listed below, fill in the blanks with the best answer listed ont the bottom. Note that some answers may be used more than once!


3) Engineers build energy ________ systems into buildings so that an earthquake will not destroy them easily.


4) The periodic push that a child exerts on the swing must match the ________ frequency of the swing.



5) Compared to audible sound, the frequency of earthquake waves are generally very ________.


6) Every oscillating system has a ________ frequency, which is determined by the physical properties of the object.


1.forced

2.resonant

3.high

4.low

5.damping


Use 9.81m/s2 for gravity if needed!

1) The magnitude of the restoring force that acts on a 1.0-kg pendulum when it is displaced 2.0° from equilibrium is ___ N. 


2) The magnitude of the restoring force that acts on a 1.0-kg pendulum when it is displaced 10.0° from equilibrium is ___ N. 


3)  On earth the period of a 1.50-m pendulum is ___s.


4) On the hypothetical planet Xeon, a pendulum with a length of 95.0 cm swings with a frequency of 1.50 Hz. The acceleration due to gravity on Xeon is ___ m/s2.


5) A pendulum is swinging back and forth:


Which of the following factors affect the period of the pendulum:

I. length

II. mass

III. angle of release

IV. accleration due to gravity


A- I only


B- I and II


C- III and IV


D- I and IV





It is required to project a body from a point on level ground in such a way

as to clear a thin vertical barrier of height h placed at a distance a from the

point of projection. Show that the body will just skim the top of the barrier

if

ga2

2u

2



tan2 α − a tan α +

ga2

2u

2

+ h



= 0

where u is the speed of projection and α is the angle of projection above the

horizontal


A trolley with mass m1 of 3.3 kg is connected to a light string with a weight of mass m2 of 2.2 kg.
The cord runs through a pulley (a small wheel where the cord runs freely)
a) Calculate the vehicle acceleration
b) Calculate the clamping force in the card
A manometer has a wall cross-sectional area of 4 cm3 and a tube cross-sectional area of 2 cm3 the tube is inclined at an angle 30 degree celsius to the well. If the well is exposed to a source of pressure, which result in the drop of the liquid of 10cm3. Calculate;1. The height of liquid dropped in well. 2. The height of liquid raised in the tube.
A U-tube manometer has Mercury of relative density off 13.68 as its manometric liquid. Kerosene of relative density of 0.6 was poured into one of the arms and so a drop of 2.0 cm results in that arm. Also, water with a relative density of 1g/cm3 was poured into the other arm and so the two arms became the same again. Calculate 1 the height of the kerosene to the height of the water column in details.
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