Login or Sign Up

Ask a New Question

find the magnitude and direction of a combination of 48N east and 14N north.

You really ought to master this quickly. Make a sketch, head to tail.

angle: arctan14/48 N of E

magnitude: sqrt(48^2+14^2) or 48/sin(arctanabove0=)

Similar Questions

Displacement vectors A, B, andC add up to a total of zero. Vector A has a magnitude of 1550 m and a direction of 22.9° north of

Top answer: Given the information about the three vectors A, B, and C, we can set up a system of equations to Read more.
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 24.1° north of

Top answer: To find the magnitudes of vectors B and C, we can use the concept of vector addition and Read more.
Displacement vectorsA, B, and C add up to a total of zero. Vector A has a magnitude of 1550 m and a direction of 22.9° north of

Top answer: To find the magnitudes of vectors B and C, we can make use of the fact that the sum of the vectors Read more.
A sailboat tacking against the wind moves as follows: 2.6 km at 45° east of north, 4.5 km at 59° west of north, 2 km at 45°

Top answer: convert each section to its x- and y-components. Add them up to get the final (x,y) displacement. Read more.
Four forces of magnitude 10N 5N 4N and 6N act on an object in the direction of north west east and south respectively find the

Top answer: the resultant is -i+4j = √17 N in the direction NθW where tanθ = 4, or in the direction N14°W Read more.
Two forces are pushing an ice shanty along the Ice. One has a magnitude of 330 lb in a direction due east. The other force has a

Top answer: method 1: state them as vectors in component form first : 330 due east = (330cos 0, 330 sin 0) = Read more.
A boat left dock A, traveled north for 10 miles, then 45 East of north for 20 miles and docked at B.A.How far north did the boat

Top answer: b can NOT be 45 degrees and the magnitude MUST be bigger than 24.1 north = 10 + 20 cos 45 = 24.1 Read more.
An object has a velocity of 5.00 m/s at an angle of 30.0˚ north of east. If we define east as the +x direction and north as the

Top answer: V = 5m/s[30o] Vy = 5*sin30 = 2.5 m/s Read more.
A car is driven east for a distance of 49 km, then north for 35 km, and then in a direction 33° east of north for 27 km. Draw

Top answer: To solve this question, we need to draw a vector diagram and use vector addition to determine the Read more.
A car is driven east for a distance of 49 km, then north for 35 km, and then in a direction 33° east of north for 27 km. Draw

Top answer: We don't do graphs. Add the three displacement vectors to get the total displacement. I recommend Read more.