A local art gallery has a portrait 3 ft in height that is hung 2.5 ft above the eye level of an average person. The viewing angle θ can be modeled by the function θ = tan − 1 5.5 x − tan − 1 2.5 x , where x is the distance (in feet) from the portrait. Find the viewing angle when a person is 4 ft from the portrait.
A local art gallery has a portrait 3 ft in height that is hung 2.5 ft above the eye level of an average person. The viewing angle θ can be modeled by the function θ = tan − 1 5.5 x − tan − 1 2.5 x , where x is the distance (in feet) from the portrait. Find the viewing angle when a person is 4 ft from the portrait.
A local art gallery has a portrait 3 ft in height that is hung 2.5 ft above the eye level of an average person. The viewing angle
θ
can be modeled by the function
θ
=
tan
−
1
5.5
x
−
tan
−
1
2.5
x
, where x is the distance (in feet) from the portrait. Find the viewing angle when a person is 4 ft from the portrait.
)5. The operator T on a vector space V over Q has as its sequence of invariant factors the sequence
(x-1)3(x-2)5(x-3)2, (x-1)(x-2)(x-3)2, (x-3). Find the Jordan normal form of T.
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Introduction to Statistics..What are they? And, How Do I Know Which One to Choose?; Author: The Doctoral Journey;https://www.youtube.com/watch?v=HpyRybBEDQ0;License: Standard YouTube License, CC-BY