Mr.Brown is creating examples of systems of equations. He completes the steps to find the solution of the equation below. Based
on this week, what solution to the system?
•(-4,-4)
•(0,0)
•no solution
•infinitely many solutions
•(-4,-4)
•(0,0)
•no solution
•infinitely many solutions
1 answer:
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Parameterize by the vector function
so that the normal vector to is given by
with magnitude
In this case, the normal vector is
with magnitude . The integral of
over
is then
where is the region in the
plane over which
is defined. In this case, it's the triangle in the plane
which we can capture with
and
, so that we have