Albert pours two drinks: a glass of water and a glass of blue Gatorade into identical cups. He notices that when he shines a flashlight on the side of each glass more light passes through the water than the blue Gatorade. Albert thinks the blue dye in the Gatorade absorbs some light causing less light to exit the solution. He hypothesizes that if the blue dye concentration (amount) is increased then the amount of light absorbed by the solution will increase. Albert designs the experiment to test his hypothesis by creating different mixtures of water and blue dye. Each mixture is placed into identical test tubes and has a total volume of 10 mL, but a different concentration (amount) of blue dye. He then uses a flashlight to shine light through each solution and measures the amount of light that is absorbed by each solution. His results are in the data table shown below. Note: the unit to measure concentration (amount) is "M" and absorbance is "A".

9. write the chemical equation for the following word equations. include symbols for physical states in the equation. a. solid zinc sulfide + oxygen gas -> solid zinc oxide + sulfur dioxide gas b. aqueous hydrochloric acid + aqueous barium hydroxide -> aqueous barium chloride + water

Lem 2 the data below are for the system ethyl propyl ether (1)-chloroform (2) at 0.5 bar. use the data to answer the following questions (all questions refer to p d 0: 5 bar). a) what are the boiling points of the pure components at 0.5 bar? b) a mixture with the overall composition z1 d 0: 1 is brought to 47.6ä±c, 0.5 bar. what is the phase? c) 100 mole of a mixture with z1 d 0: 1 (state a) is mixed with 22 mole of pure ethyl propyl ether vapor (state b). the mixing takes place at 47.6 ä±c, 0.5. bar. what is the phase of the resulting mixture (state c)? if the state is a v/l mixture report the number of moles and mole fractions in each phase. d) plot the txy graph and show states a, b and c. the graph must be done by computer and should be properly annotated. ethyl propyl ether (1) - chloroform (2) at 0.5 bar t ( ä±c) x1 y1 t ( ä±c) x1 y1 42.9 0.000 0.000 49.0 0.470 0.455 43.0 0.020 0.010 49.1 0.520 0.520 43.9 0.065 0.029 48.9 0.567 0.592 45.4 0.156 0.089 48.3 0.652 0.720 46.4 0.215 0.142 47.6 0.745 0.815 47.6 0.296 0.223 46.7 0.822 0.872 48.3 0.362 0.302 45.7 0.907 0.937 48.7 0.410 0.375 44.6 1.000

An observation that requires measurement is called quantitative observable or qualitative