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Answer: = 42.9 atm,
= 93.4 atm and
= 7.66 atm
Explanation: The given balanced equation is:
Initial pressure of = 50.560 atm
initial pressure of = 50.500 atm
Let's say the change in pressure is p. Then:
equilibrium partial pressure of = (50.560 - p) atm
equilibrium partial pressure of = (50.500 + p) atm
equilibrium partial pressure of = p atm
Let's plug in the values in it:
on cross multiply:
on rearranging the above equation:
It's a quadratic equation. On solving this equation:
p = 42.9
So, the equalibrium partial pressure of = 42.9 atm
equilibrium partial pressure of = 50.500 + 42.9 = 93.4 atm
equilibrium partial pressure of = 50.560 - 42.9 = 7.66 atm
Answer:
See the answer below
Explanation:
1. Organisms produce energy for cells by chemically breaking down and unlocking the energy locked-up within food materials in a process known as cellular respiration. The unlocked energy is then utilized for the cell's metabolic activities.
2. Cellular respiration can be aerobic or anaerobic.
Aerobic respiration involves the breakdown of carbohydrates in the presence of oxygen to yield energy in the form of ATP while carbon dioxide and water are produced as by-products.
Anaerobic respiration involves the breakdown of carbohydrates in the absence of oxygen to produce ATP and lactic acid as a by-product. The lactic acid is later oxidized to carbon dioxide and water to prevent it from building up.
3. Photosynthesis and cellular respiration are both considered metabolic processes that take place in living organisms. However, photosynthesis is peculiar only to green plants and some algae while respiration is common to all living organisms. While photosynthesis is anabolic, that is, it involves the building up of materials; respiration is said to be catabolic because it involves the breaking down of materials.
During photosynthesis, inorganic products are utilized to produce carbohydrates for plants with oxygen gas released as a by-product according to the following equation:
During respiration, the food taken by living organisms is broken down to unlock the energy in it for metabolic activities according to the following equation: