Question

Add the vectors A and B to find the resultant vector C

A: 124miles at 5 degrees North of East

B: 88 miles at 82 degrees North of East

Find the component vectors

A_{x}:

Ay:

B_{x}:

By:

C_{x}:

Cy:

Give the magnitude and direction of vector C.

Answer #1

Add the two vectors to find the resultant vector C which is
equal to A +B
A: 120
feet at 33 degrees North of East
B: 150
feet at 40 degrees South of East
Find the component vectors:
Ax:
Ay:
Bx:
By:
Find the components of C
Cx:
Cy:
Put C back together
Add the vectors:
A: 124
miles at 5 degrees North of South
B: 88
miles at 82 degrees North of South
Components:
Ax:
Ay:
Bx:
By:
Cx:
Cy:
Final Answer: give...

Displacement vectors
A,
B,
and
C
add up to a total of zero. Vector
A
has a magnitude of 1550 m and a direction of 22.4° north of
east. Vector
B
has a direction of 41.0° east of south, and vector
C
has a direction of 34.4° north of west. Find the magnitudes of
vector
B
and vector
C.

Given the components of the vectors, A, B, and C
Ax = 5 Bx=4 Cx =10
Ay = -3 By=6 Cy =6
Az = 10 Bz=-2 Cz =0
Find (a) AiCiBx, (b) AiAyBi, (c) AiBiCj , and (d) AiBiCjAk

Determine the resultant of adding the following three vectors.
R = A + B + C
A = 5.00 cm, 30 degrees
northeast
B = 8.00 cm, 45 degrees
southeast
C = 10.00 cm, 60 degrees southwest
(a) Use graph paper and carefully sketch the vectors tip to
tail. Draw and measure the resultant vector with
the ruler and protractor. Label all vectors. Include both magnitude
(length) and direction (angle). Do not calculate the answers!
(b) Find the x...

Determine the magnitude of the resultant vector when you add the
following four vectors: Vector A has a magnitude of 13.0 m and is
directed 20.0° above the -x axis, vector B has a magnitude of 11.0
m and is directed in the +y direction, vector C has a magnitude of
12.0 m and is directed 35.0° below the -x axis, and vector D has a
magnitude of 28.0 m and is directed 50.0° below the +x axis.

Find the resultant of the following vectors:
Vector A = A velocity of 50 m/s acting 300 north of due east
Vector B = A velocity of 30 m/s acting 600 north of due east
Please show work and formulas

The route followed by a hiker consists of three displacement
vectors A, B, and C. Vector A is along a measured trail and is 2110
m in a direction 22.0 ° north of east. Vector B is not along a
measured trail, but the hiker uses a compass and knows that the
direction is 38.0 ° east of south. Similarly, the direction of
vector C is 23.0 ° north of west. The hiker ends up back where she
started, so...

Vectors A and B lie in an xy plane. Vector A has a magnitude of
8.1 and angle 144 degrees relative to +x direction; Vector B has
components Bx= -4.31 and By= -8.51. What are the angles between the
negative direction of the y axis and a) the direction of Vector A,
b) direction of the product of Vector AxB, and c) the direction of
Vector Ax(Vector B + 3.00k)?

Suppose E⃗ =2A⃗ +
3B⃗ where vector A⃗ has
components Ax = 5, Ay = 2 and
vector B⃗ has components Bx =
-3, By = -5.
What is the x-component of vector E⃗ ?
What is the y-component of vector E⃗ ?
What is the magnitude of vector E⃗ ?
What is the direction of vector E⃗ ?

1) The magnitude of vector A is 16, that of vector B is 22 and
that of vector C is 44. Vector A pointing north of west with an
angle of 32o above the -x axis, vector B is pointing
north of east with an angle of 19o clockwise (right) of
the +y axis and vector C is pointing south of west with an angle of
58o below the -x axis.
a) draw vectors A, B and C in the...

ADVERTISEMENT

Get Answers For Free

Most questions answered within 1 hours.

ADVERTISEMENT

asked 2 minutes ago

asked 4 minutes ago

asked 5 minutes ago

asked 8 minutes ago

asked 8 minutes ago

asked 9 minutes ago

asked 19 minutes ago

asked 21 minutes ago

asked 25 minutes ago

asked 30 minutes ago

asked 40 minutes ago

asked 44 minutes ago