2.1-2.4
... • We ‘resolve’ vectors into components using the x and y axes system. • Each component of the vector is shown as a magnitude and a direction. • The directions are based on the x and y axes. We use the “unit vectors” i and j to designate the x and y axes. ...
... • We ‘resolve’ vectors into components using the x and y axes system. • Each component of the vector is shown as a magnitude and a direction. • The directions are based on the x and y axes. We use the “unit vectors” i and j to designate the x and y axes. ...
Defn: A set V together with two operations, called addition and
... Defn: A set V together with two operations, called addition and scalar multiplication is a vector space if the following vector space axioms are satisfied for all vectors u, v, and w in V and all scalars, c, d in R. Vector space axioms: a.) u + v is in V b.) cu is in V c.) u + v = v + u d.) (u + v) ...
... Defn: A set V together with two operations, called addition and scalar multiplication is a vector space if the following vector space axioms are satisfied for all vectors u, v, and w in V and all scalars, c, d in R. Vector space axioms: a.) u + v is in V b.) cu is in V c.) u + v = v + u d.) (u + v) ...
Practice Test 1
... 6) Write a function file that calculates the area and perimeter of a field defined by a square of size L conjoined with a semi-circle of the same diameter (see picture below). The function should accept L as a parameter and return both the Area and Perimeter. The following example function call: [a, ...
... 6) Write a function file that calculates the area and perimeter of a field defined by a square of size L conjoined with a semi-circle of the same diameter (see picture below). The function should accept L as a parameter and return both the Area and Perimeter. The following example function call: [a, ...
