Find the volume of a parallelepiped if four of its eight
vertices area ? = (0,0,0),...
Find the volume of a parallelepiped if four of its eight
vertices area ? = (0,0,0), ? = (1,0,2), ? = (0,2,1), ? =
(3,4,0).
A square pyramid has vertices at A (1,0,0), B (0,1,0), C
(-1,0,0) and D (0,-1,0) and...
A square pyramid has vertices at A (1,0,0), B (0,1,0), C
(-1,0,0) and D (0,-1,0) and E (0,0,-1).
Find the angle between the face ABE and the base.
Find the angle between the faces ABE and ADE.
Let O (0,0,0) be the origin and A(a+1,b,c) where a,b and c are
the last three...
Let O (0,0,0) be the origin and A(a+1,b,c) where a,b and c are
the last three digits of your student ID. Find, describe and sketch
the set of points P such that OP is perpendicular to AP.
my iD end with 799.
Let O (0,0,0) be the origin and A(a+1,b,c) where a,b and c are
the last three...
Let O (0,0,0) be the origin and A(a+1,b,c) where a,b and c are
the last three digits of your student ID. Find, describe and sketch
the set of points P such that |OP|=2|AP|
a=5, b=7,c=8 pls sketch it and answer it in a clear way
1. Find the area of the parallelogram that has the given vectors
as adjacent sides. Use...
1. Find the area of the parallelogram that has the given vectors
as adjacent sides. Use a computer algebra system or a graphing
utility to verify your result.
u
=
3, 2, −1
v
=
1, 2, 3
3. Find the area of the triangle with the given vertices.
Hint:
1
2
||u ✕ v||
is the area of the triangle having u and
v as adjacent
sides.
A(4, −5, 6), B(0, 1, 2), C(−1, 2, 0)
Find the area of a triangle with vertices A (1, 4, -1), B (-1, 2,
0),...
Find the area of a triangle with vertices A (1, 4, -1), B (-1, 2,
0), C (1, 1, 3).
let A (1 , 2, -3), B (2, 1, 4) and C (0, 0, 2) be...
let A (1 , 2, -3), B (2, 1, 4) and C (0, 0, 2) be three points
in R^3
a) give the parametric equation of the line orthogonal to the
plane containing A, B and C and passing through point A.
b) find the area of the triangle ABC
linear-algebra question
show clear steps and detailed solutions
solve in 30 minutes for thumbs up rating :)
Show that the quadrilateral, with vertices at A(2, 0, 5), B(0,
-3, 1), C(4, 1, -2)...
Show that the quadrilateral, with vertices at A(2, 0, 5), B(0,
-3, 1), C(4, 1, -2) and D(6, 4, 2), is a parallelogram. Calculate
the area. Determine the measures of the interior angles. Is the
parallelogram a rectangle? Verify your response.
Define T : P2 → R3 via T(a+bx+cx2) = (a+c,c,b−c), and let B =
{1,x,x2} and...
Define T : P2 → R3 via T(a+bx+cx2) = (a+c,c,b−c), and let B =
{1,x,x2} and D ={(1, 0, 0), (0, 1, 0), (0, 0, 1)}.
(a) Find MDB(T) and show that it is invertible.
(b) Use the fact that MBD(T−1) = (MDB(T))−1 to find T−1. Hint: A
linear transformation is completely determined by its action on any
spanning set and hence on any basis.