IVGSX Vector A is 5 units in length and directed 48.0° north of east, and vector B is 2 units in length and directed 34.0° north of west. Find the resultant (= sum) of the vectors. Express the angle with respect to the positive x-axis. 13. magnitude A. 5.799 D. 5.12 B. 4.747 E. 6.092 C. 5.236 F. 5.652 1--1 14. angle (degrees between 0 and 180 degrees) A. 70.76° D. 88.40° B. 64.59° E. 67.39° C. 87.90° F. 73.37° 1--1 IVOOI ABC

University Physics Volume 1
18th Edition
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Chapter2: Vectors
Section: Chapter Questions
Problem 5CQ: Suppose you add two vectors A and B . What relative direction between them produces the resultant...
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C.
343⁰
F.
452.1°
1--1
IVGSX
Vector A is 5 units in length and directed 48.0° north of east, and vector B is 2 units in length and directed
34.0° north of west. Find the resultant (= sum) of the vectors. Express the angle with respect to the
positive x-axis.
13. magnitude
A. 5.799
D.
5.12
B. 4.747
E.
6.092
C.
5.236
F.
5.652
1--1
14. angle (degrees between 0 and 180 degrees)
A. 70.76°
D.
.40°
B.
64.59°
E.
67.39°
C.
87.90°
F.
73.37°
1--1
IVOOI
To reach a picnic basket, an ant walks from his hill located at 4.00 m, 52.0° North of East to the basket
located at 11.0 m, 36.0° South of East. How far did the ant walk?
15.
D.
9.729 m
A.
12.69 m
E.
12.88 m
B.
8.708 m
F.
11.02 m
C.
11.57 m
MacBook Pro
Transcribed Image Text:C. 343⁰ F. 452.1° 1--1 IVGSX Vector A is 5 units in length and directed 48.0° north of east, and vector B is 2 units in length and directed 34.0° north of west. Find the resultant (= sum) of the vectors. Express the angle with respect to the positive x-axis. 13. magnitude A. 5.799 D. 5.12 B. 4.747 E. 6.092 C. 5.236 F. 5.652 1--1 14. angle (degrees between 0 and 180 degrees) A. 70.76° D. .40° B. 64.59° E. 67.39° C. 87.90° F. 73.37° 1--1 IVOOI To reach a picnic basket, an ant walks from his hill located at 4.00 m, 52.0° North of East to the basket located at 11.0 m, 36.0° South of East. How far did the ant walk? 15. D. 9.729 m A. 12.69 m E. 12.88 m B. 8.708 m F. 11.02 m C. 11.57 m MacBook Pro
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