Online Problems
For each of the following, determine whether the quantity exists or does not
exist.
Exists. Does not exist.
Exists. Does not exist.
Exists. Does not exist.
Exists. Does not exist.
Exists. Does not exist.
Compute the dot product. What can you conclude about the vectors?
They’re
perpendicular. They aren’t perpendicular.
Compute the dot product. What can you conclude about the vectors?
They’re
perpendicular. They aren’t perpendicular.
Compute the dot product. What can you conclude about the vectors?
They’re
perpendicular. They aren’t perpendicular.
For each expression, determine whether it exists or does not exist.
Exists. Does not exist.
Exists. Does not exist.
Compute the angle between the vectors and in degrees. (Give your answer as a
positive number to two decimal places.
Suppose you have vectors and such that and , and the angle between and is
radians. Compute the dot product of and .
For each of the following, determine whether the expression exists or does not
exist.
Exists. Does not exist.
Exists. Does not exist.
Exists. Does not exist.
Exists. Does not exist.
Suppose and are unit vectors in the -plane, and we know that they are
perpendicular. What is ?
Not enough information.
Find a parametrization of the plane containing vectors and , and passing through
the point , such that and .