When propane interacts with oxygen, a chemical reaction occurs, creating carbon dioxide and water. The balanced chemical equation for this reaction is shown below.
C3H8 + 5O2 → 3CO2 + 4H2O
Based on the information above, which of the following is true?
Explanation
If you know that the 5O2 on the left-hand side of the equation represents oxygen, then you know that the C3H8 must represent the propane. Since there is no large number in front of the C3H8 , you know that there is only one molecule of propane. Eliminate (B), since you do not have eleven units of propane. The right-hand side of the equation shows that the equation results in 4H2O, or four water molecules. Thus, you can eliminate (A), which says that one molecule of water results. Finally, the right-hand side of the equation also indicates that the reaction creates 3CO2 . Since the 4H2O represents the water molecules, the 3CO2 must represent the carbon dioxide molecules. Note that the number 3 appears in front, which means that you must have three carbon dioxide molecules. Eliminate (D), which states that the reaction creates one molecule of carbon dioxide. Only (C) remains, so it is the correct answer
Employees at GetWell research labs are analyzing mechanical waves, which require a medium to pass through, and electromagnetic waves, which travel through space. Jose Gonzalez IV is studying electromagnetic waves and their potential, real-world health and medical applications. He records the lengths of the various waves, noting that radio waves are the longest, while Gamma rays are the shortest. When calculating the frequency of the wave, or the number of wavelengths that occur in a distinct amount of time, Jose notes that there is an inverse relationship between the frequency of a wave and its period, which is the time it takes for a single wave to occur.
Wave type | Wave length size | Application |
Radio Waves | Grater than 30cm | Aircraft Naviagtion, TV, AM/FM Radio |
Infrared Waves | 30cm - 1mm | Microwave Ovens, Mobile Phones |
Visible Light | 1mm - 700nm | Remote Controls, Toasters, Night Vision |
X-Rays | 700nm - 400nm | Physical Therapy, Light Bulbs, Photography |
Ultraviolet Light | 400nm - 60 nm | Sanitation, Air Purification, Forgery Detection |
X-Rays |
60nm - \(1 \times 10^{4}\)nm |
Medical Examination, Cancer Treatment |
Gamma Rays | 0.1 nm - \(1 \times 10^{5}\) nm | Cancer Treatment, Food Irradiation |
Based on the information provided, which types of waves have potential medical applications? Choose all that apply.