1. Calculate the numerical value of the saturated pseudoadiabatic lapse rate in °C km-¹ for p = 300 mb, T = -20° C. 2. A thick atmospheric layer is isothermal with temperature -3° C. A dry parcel is given an upward impetus and begins to oscillate about its original position. Calculate the period in seconds of the oscillation. 3. For the situation given in Problem 2 above, suppose the initial impetus is enough to cause the parcel to rise 1 km above its original level before it begins to sink again. Calculate the energy per unit mass which had to be imparted to the parcel to produce this displacement. 4. Show that I, ≤ Fa in the meteorological range of temperatures. S d

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