Can you please take a look at my work and tell me what I'm doing incorrectly? 115⁰in1187Ax,Nute#1: iमेने पे300717²7-1200mX1i=200m i K80m iii = 120mix=0We know this will benecfativ!Ho200m#2 iix (40) : Sino = # -> Sin OH = Ha(iix) -> Sin (30°) 180m = iixWE GDCD lixe = 90TORONiix = -901+ 3 iiy (H₂): Cos Ⓒ - + -D Cos (30°) (180m) = 155m | 1xy = 155 mO#uliiix = 0#5y2 -120x= √ (ix +iix +iiix ) = ( ¡y +iiy tiiiy-DJ₂ -> x=√ (0+ (-90) +0) ³² + (200 + 155 + (-120)?x= √(-90)² + (235)² -> x= √√-7865+55325X> √47360 = x=217.6m= 12.3SiixDeo.0+ (-90) + YouTube N WeBWork: S_RR... WebWork: S_RR...Other1.7 The Components of a VectorA person starts from his home and walks the following distances: i) 200 m, due north ii) 180 m, 30.0° W of N iii) 120 m, due south.How far is the person from his home?O 236 mO 253 mO 90.0 mO 260 mO 295 mSubmit AnswerSave for LaterWJUN2Bartender M GmailPractice|||tv"A$

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Gmail YouTube NWeBWork: S_RR... WebWork: S_RR... Othe Components of a Vector rson starts from his home and walks the following distances: i) 200 m, due north ii) 180 m, 30.0° W of N iii) 120 m, due south. far is the person from his home? O 236 m O 253 m O 90.0 m © 260 m 295 m Submit Answer for Later

Gmail YouTube NWeBWork: S_RR... WebWork: S_RR... Othe Components of a Vector rson starts from his home and walks the following distances: i) 200 m, due north ii) 180 m, 30.0° W of N iii) 120 m, due south. far is the person from his home? O 236 m O 253 m O 90.0 m © 260 m 295 m Submit Answer for Later

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter2: Vectors

Section: Chapter Questions

Problem 2.4CYU: Check your Understanding A blue fly lands on a sheet of graph paper a point located 10.0 cm to the...

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A trapper walks a 5.0-km straigt4ine distance from his cabin to the lake, as shown in the following figure. Use a graphical method (the parallelogram rule) to determine the trapper’s displacement directly to the east and displacement directly to the north that sum up to his resultant displacement vector. If the trapper walked only in directions east and north, zigzagging his way to the lake, how many kilometers would he have to walk to get to the lake?
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Check your Understanding A blue fly lands on a sheet of graph paper a point located 10.0 cm to the right of its left edge and 8.0 cm above its bottom edge and walks slowly to a point located 5.0 cm from the left edge and 5.0 cm from the bottom edge. Choose the rectangular coordinate system with the origin at the lower left-side comet of the paper and find the displacement vector of the fly. Illustrate your solution by graphing.
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Hi there! Can someone please help me understand what to do? I am lost. Thank you so much! Consider the two vectors C⃗→ and D⃗→ defined as follows: C⃗=(2.35,−4.27) and D⃗=(−1.30,−2.21) What is the resultant vector R⃗=C⃗+D⃗? Give the x and y components of R⃗→ separated by a comma. Rx= Ry=
An airplane flies 200 km in the direction N32°W. It then turns and flies 300 km on a bearing of 236º. a. Draw the displacement vector for each part of the trip separately. b. Find the resulting displacement of the plane. Show the vector diagram you use to add them. c. For each of the three displacement vectors state the components in the directions North and East.
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Can someone please help me solve thes im having a hard time i dont undersand If you have two vectors A = (2.00,5.00) and B = (-2.00,6.00), convert A and B to polar coordinates (Magnitude, Angle). For the position vectors A = (2.00,5.00) and B = (-2.00,6.00), Calculate the displacement from position A to B in polar form (Magnitude, Angle) assuming units of meters. draw the vectors. The displacement is the distance and direction from position A to position B). For the vectors A = 2.00i -3.00j and B = 4.00i + 3.00j, what is the vector sum C = A – B? For the vectors A = 2.00i -3.00j and B = 4.00i + 3.00j, what is the vector sum C = 2A + 3B?
Two Part question please help solve. A). A vector has a magnitude of 12 units and a direction of 20 degrees (relative to the x-axis). Find the x-component of the vector (or, in other words, how far to the right does the vector take you?) B). A vector has a magnitude of 20 units and a direction of 65 degrees (relative to the x-axis). Find the y-component of the vector (or, in other words, how far up does the vector take you?)
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