Write down an expression for the wavelength 1 in terms of the energy E, mass m of a particle and of the Plank's constant h. Write down the relationship between the classical kinetic energy E and momentum p for a body of mass m. Please use the usual "+", "-", (for multiplication), and "/" (for division) signs (without the quotes) for algebraic symbols: e.g. use p*c for p × c. For powers use "^-3" (e.g use "p^-3" for p³), for v3 use "sqrt 3", for vmu use "sqrt(m*v)" etc. (all without the quotes). For complex calculations you must indicate the correct order of operations: for с. example use "m/(k*c)" or "m/k/c" for ". Use "Check response" button that the answer is as you expect before submission. kc
Write down an expression for the wavelength 1 in terms of the energy E, mass m of a particle and of the Plank's constant h. Write down the relationship between the classical kinetic energy E and momentum p for a body of mass m. Please use the usual "+", "-", (for multiplication), and "/" (for division) signs (without the quotes) for algebraic symbols: e.g. use p*c for p × c. For powers use "^-3" (e.g use "p^-3" for p³), for v3 use "sqrt 3", for vmu use "sqrt(m*v)" etc. (all without the quotes). For complex calculations you must indicate the correct order of operations: for с. example use "m/(k*c)" or "m/k/c" for ". Use "Check response" button that the answer is as you expect before submission. kc
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Transcribed Image Text:Write down an expression for the wavelength 1 in terms of the energy E, mass m of a particle and of the Plank's constant h. Write down the
relationship between the classical kinetic energy E and momentum p for a body of mass m. Please use the usual "+", "-", "*"
' (for multiplication),
and "/" (for division) signs (without the quotes) for algebraic symbols: e.g. use p*c for p × c. For powers use "^-3" (e.g use "p^-3" for p³), for v3
use "sqrt 3", for ymu use "sqrt(m*v)" etc. (all without the quotes). For complex calculations you must indicate the correct order of operations: for
example use "m/(k*c)" or "m/k/c" for . Use "Check response" button that the answer is as you expect before submission.
kc
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