How do I create a choropleth map of the United States where
there are two maps. One that shows the states and one that shows
the counties, in Rstudio, from the beginning. When I hover a state
or county the border should be highlighted and the name of the
state/county displayed.
I need to do this so that I can display the COVID-19 data that I
have.
How do I create a choropleth map of the United States where
there are two maps. One that shows the states and one that shows
the counties, in PYTHON, from the beginning. When I hover a state
or county the border should be highlighted and the name of the
state/county displayed. I would like to use Plotly and the covid-19
dataset that I have. It contains latitude and longitude coordinates
for each state or county.
Measure Maps
Silver Lining Inc. has a balanced scorecard with a strategy map
that shows that delivery time and the number of erroneous shipments
are expected to affect the company’s ability to satisfy the
customer. Further, the strategy map for the balanced scorecard
shows that the hours from ordered to delivered affects the
percentage of customers who shop again, and the number of erroneous
shipments affects the online customer satisfaction rating. The
following information is also available:
The company’s target...
A.) State Product Rule, Quotient Rule, and
Chain Rule.
B.) Prove Power Rule
C.) Prove Product rule:
-By definition of derivative
-By implicit differentiation
D.) Prove the Quotient Rule
-By definition of derivative
-By implicit differentiation
-By product rule and chain rule
Prove that any linear transformation ? : R? → R? maps a line
passing through the origin to either the zero vector or a line
passing through the origin. Generalize this for planes and
hyperplanes. What are the images of these under linear
transformations?
Prove that any linear transformation ? : R? → R? maps a line
passing through the origin to either the zero vector or a line
passing through the origin. Generalize this for planes and
hyperplanes. What are the images of these under linear
transformations?
a) Prove stereographic projection maps circles not containing
(0,0,1) from the upper half sphere’s surface into circles on the z
= 0 projection plane. b) What happens under stereographic
projection to circles containing (0,0,1), or otherwise the North
Pole? Draw a sketch showing this.