Question

1. An experiment was conducted in which the volume of a fixed quantity of gas was measured at different temperatures at constant pressure. The results are tabulated below. Graph the data, and answer the questions from the graph. Temperature (k) 405 Volume (L 455 6.65 533 7.97 573 8.42 594 8.86 5.94 7.34 a. What will the volume be at 450k? b. At what temperature will the volume be 7.73L? c. Calculate and state the physical significance of the slope of the curve. d. Determine the equation of the curve. e. Write a statement expressing the relationship between the variables. Be sure to identify any restrictions that may apply. 2. A beaker was placed on a balance and different volumes of a liquid were poured into it. The mass of the beaker plus liquid was measured each time. Prepare a graph that best represents the data as collected Mass (g) 192.8 204.0 219.6 236.5246.3 Volume (mL) 23 34 45 59 68 a. Calculate the density of the liquid. b. Write an equation for the curve (This may require a second graph). c. What is the mass of the beaker? Below are the data from an experiment in which the distance travelled by a freely falling ball was measured at different times from the moment of release. Prepare a graph of these data. Then prepare a second graph of distance versus the square of time. 3. Distance (m) 0.531.24 2.56 4.15 6.47 Time (sec.) 0.33 0.50 0.72 0.92 1.15 a Estimate the distance travelled on 0.83 seconds b Estimate the time required to fall 5.83m. cWrite an equation for the relationship between time and distance fallen. d. Use the equation to confirm your answers to a and b
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Answer #1

1question

a 6.5 l

b 542 k

c Graph is linear and slope is 0.0124 this is the value of nR/p

d ideal gas law PV =nRT

V/T is constant

e this is termed as charles law

Statement is when the pressure of the sample of dry gas is held constant then temperature and volume are directly proportional

2 question

a) 7.19 g/ml

b)mass = volume *density

c) mass of beaker is nearly 160g

3 rd question

a)3.35 m

b)1.08 sec

c) distance = velocity * time

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