With regard to multi variable calculus can some explain
Divergence Theorem and applications in detail. Thank you. Provide
an example problem and solve too thanks!
With regard to multi variable calculus can some explain line and
surface integrals in detail. Thank you. Provide an example problem
and solve too thanks!
List engineering applications of “Scalar Fields” and “Vector
Fields”.
Explain in which courses you have learned about the applications
of these fields.
(What is a Tensor? and have you heard about Tensor fields?).
Explain the meaning of the term “Conservative” and its
applications. What is the relation between this term and the
operators Gradient and Curl?
For the following, you can either provide a vector equation for
the curve, or you can describe the curve in words with sufficient
details.
a) Describe a curve that has curvature zero.
b) Describe a curve that has torsion zero.
c) Describe a curve that has constant nonzero curvature.
d) Describe a curve that has constant nonzero torsion.
e) Describe a curve that has zero curvature and zero torsion.
What is medical necessity? Explain in detail how you can provide
medical necessity in coding. Provide one example of how codes work
to identify medical necessity. in 300 words
Course: Differential Geometry (Vector Calculus & Linear
Algebra)
Provide all proofs
(a) Find the formula for the distance from p to the line
y=mx
(b) prove that the set U={(x,y): y<mx} is an open
set
Hi, could you please provide a detailed explanation.. Thank
you!
Q1
(i) Explain how you can use Newton’s version of Kepler’s third
law to measure mass of the Sun.
(ii) Suppose a satellite is in ‘low Earth orbit’. Will that
satellite remain in orbit forever, or will it eventually fall to
the ground? Please explain your answer.
Q2
A small black hole with mass equal to Earth’s mass hits the Sun,
and eventually settles down in the core. Briefly explain...
Please provide detail explanation. Thank you.
When a small GTP-binding protein (GBP) is in the "on" (active)
state (select any/all answers that apply):
a) its Switch I and Switch II domains tilt toward one
another
b) GDP is bound within the nucleotide-binding pocket of the
GBP
c) the GBP is incapable of hydrolyzing its bound GTP
d) the Switch II domain is phosphorylated on multiple tyrosine
residues
e) the GBP can physically interact with downstream effector
molecules