Transparencies to accompany Physics for Students of Science and Engineering A. L. Stanford and J. M. Tanner Academic Press, Inc. (Harcourt Brace Jovanovich, Publishers) Orlando San Diego San Francisco New York London Toronto Montreal Sydney Tokyo Sao Paulo Copyright ©1985 by Academic Press, Inc. All rights reserved. No part of this publication may be reproduced or transmitted in any form or by any means, electronic or mechanical, including photocopy, recording, or any information storage and retrieval system, without permission in writing from the publisher. Academic Press, Inc. Orlando, Florida 32887 United Kingdom Edition Published by Academic Press, Inc. (London) Ltd. 24/28 Oval Road, London NW1 7DX ISBN: 0-12-663383-5 Printed in the United States of America Stanford & Tanner PHYSICS FOR STUDENTS ©1985 Academic Press, Inc. 1 Figure 1.5 The graphical addition of three vectors. The vector sum of A, B, and C is ob- tained by placing the tail of B to the head of A, the tail of C to the head of B, and the sum A + B + C is drawn from the tail of A to the head of C. ) b ( 2 c. n I s, s e r P c mi e ) d a a ( c A 5 8 9 1 © UDENTS ctor sub-by addingbtract D med and R ST f vemed o sus for YSICS FO ation oB is for. (b) Te of D i H nt Av P se— o ati e tg prA B ne re 1.6 hical reon, (a) ector -C, the d to C. uptivm e nner FigGratracthe froadd a T & d or nf a St 3 c. n I ss, B A re X X P c A B mi • e d a c A 5 8 9 1 € PHYSICS FOR STUDENTS ner Figure 1.8 The right-hand rule for specifying the direction of A x B. When two vectors A and B are positioned with their tails at a common point, the vector A x Bis perpendicular to the plane containing A and B in the direction of the thumb of the right hand when the fingers of that hand curve in the direction from A toward B through 0, the smaller of the two angles between A and B. n a T & d or nf a St X j k 2 1 ) b ( y A 4 X c. n I s, s e r P c mi e d a c A 5 i 8 3 9 ) ©1 A (a 4 y k / 2 / r / S T N z E / D U OR ST of a The ions The nent F s ct) o PHYSICS component vector+ 4j + 2k. (a)ors are the projectangular axes, (bsum of its comp ord & Tanner gure 1.12 e rectangular ctor A = 3i mponent vectA onto the rector A is the ctors. Stanf FiThvecoof veve X » v P • ) b ( y\ o 5 c. x n I s, s e r P c mi e d a c A 5 8 P 9 ) 1 a © ( S o T N E D U ICS FOR ST ng a par- (b) The v for a axis. HYS catis, tor e x P r loaxivecg th r e y n ohto cttcial ven log n ovein o v Tanner 2.1 positilyingneous P mo Stanford & Figure (a) The tide P instantaparticle 6 c. n I s, s e r P c mi e d a c A 5 8 9 1 © TS y 0 N E D U ST f -n n e d f PHYSICS FOR elocity vector v onent vectors paralr to the positiole, (b) Resolutioctor a of a particltors parallel anelocity vector v o voacecv Stanford & Tanner Figure 2.6 (a) Resolution of a a particle into complel and perpendiculvector r of the partiof the acceleration vinto component veperpendicular to the the particle. ) y , x ( * J 7 c. c n I s, s e r P c mi s e d a c A 5 8 19 / © / / / y S ent ary le. NT onitrcti E pbe CS FOR STUD ertical comy v at an arry of a proj SI vto Y cict H doe P anelaj vtr ale e 2.8 izontof thon th e ors P er igurhe hectoroint n FTvp n a T & d or nf a St 8 c. n I s, s e r P c mi e d a c A 5 8 9 1 © . n o S i T t N o m E D U r T a S ul R c O ir F c CS m SI or Y f H i P n u 3 n 1i .e 2l c re rti ua gp er FiA n n a T & d r o f n a St