: Explain in detail: i) wave types in three-dimensional infinite
elastic ground medium, ii) change in...
: Explain in detail: i) wave types in three-dimensional infinite
elastic ground medium, ii) change in wave velocities and densities
with respect to ground depth.(Earthquake Engineering)
A particle in an infinite one-dimensional square well is in the
ground state with an energy of 2.23 eV.
a) If the particle is an electron, what is the size of the
box?
b) How much energy must be added to the particle to reach the
3rd excited state (n = 4)?
c) If the particle is a proton, what is the size of the box? d)
For a proton, how does your answer b) change?
Explain in detail
What are the three types of unemployment and explain how do
they change over the business cycle?
Define the nominal wage rate and the real wage rate. Can the
nominal wage rate increase faster than the real wage rate, if yes,
then why?
i)Show that infinite decidable language has infinite decidable
subset ?
ii)Show that any infinite decidable language L has an infinite
decidable subset J with the property that L − J is also infinite.
iii. Does the statement in part i of this problem still true if
L is only recognizable ? Show or Counter example.
No Spam please.
A particle in a 3-dimensional infinite square-well potential has
ground-state energy 4.3 eV. Calculate the energies of the next two
levels. Also indicate the degeneracy of the levels.
List three types of products that have elastic pricing, and
three types of products that have inelastic pricing. Choose one of
the inelastic products and think of a specific product and brand in
that category. what do you think is the highest price the marketers
could charge for that product, before demand would be adversely
affected? Explain your thinking.
Please answer in 350-400 words
List three types of products that have elastic pricing, and
three types of products that have inelastic pricing. Choose one of
the inelastic products and think of a specific product and brand in
that category. what do you think is the highest price the marketers
could charge for that product, before demand would be adversely
affected? Explain your thinking.