B. Explain why dimensional quantities like Planck's constant cannot be arguments of some functions like the...

 

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B. Explain why dimensional quantities like Planck's constant cannot be arguments of some functions like the exponential function eh Planck's constant has units [kg][m]* h: [s] Hint. The exponential function e* can be represented using an infinite sum, =1+x++6+* k! Investigate o. C (5 points) The ideal gas law states that a gas's pressure P ) depends upon its volume V (Im]°), (kg] Im]is] amount of substance n ([mol]), temperature T ([K]) and the ideal gas constant R. If the fundamental dimensions of R is given by, R: [kg][m]°[K]-[mol] obtain the ideal gas law by performing dimensional analysis. Properly define variables used. B. Explain why dimensional quantities like Planck's constant cannot be arguments of some functions like the exponential function eh Planck's constant has units [kg][m]* h: [s] Hint. The exponential function e* can be represented using an infinite sum, =1+x++6+* k! Investigate o. C (5 points) The ideal gas law states that a gas's pressure P ) depends upon its volume V (Im]°), (kg] Im]is] amount of substance n ([mol]), temperature T ([K]) and the ideal gas constant R. If the fundamental dimensions of R is given by, R: [kg][m]°[K]-[mol] obtain the ideal gas law by performing dimensional analysis. Properly define variables used.

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