12 0 obj The problem is introduced as a linearization of the fundamental line element of general relativity. bW� q�ġ 0000000016 00000 n
0000000633 00000 n
0000003776 00000 n
%%EOF
stream << /Length 5 0 R /Filter /FlateDecode >> ���� JFIF d d ��. 0000007442 00000 n
<< /Length 5 0 R /Filter /FlateDecode >> ��)���iR_�9�2��dO��F�j����U��>��ۧ_XL'c���C u*d���1�����6q�ҋpP�);�P�{�dD��0�J:��}Wx]��Z�9�CEYӴ|�+tsT��aRѪ*gOӚʊ��>����U���! 0000004747 00000 n
Draw a diagram. 0000003072 00000 n
9��T��[/ן��Z�S�$�(a�vKr
����a��aL���i�l5!�ey��/@�)��!�Y���n�L��+�5d��QK��ub�l}�?�ǎdCX� �����A�@���߆��"�R�$����Q���"N���5����z\^�sdH�R\��B^����.r�V}#�W#�밗�
)�1��|!�� 2D Kinematics • CAPA due at 10pm tonight • There will be the third CAPA assignment ready this evening. endobj 1122 Choose an origin and a coordinate system. 2 0 obj << /Length 13 0 R /Type /XObject /Subtype /Image /Width 600 /Height 477 /ColorSpace 0000001706 00000 n
4. 4 0 obj endobj If you found these worksheets useful, please check out Uniform Circular Motion Questions and Answers, Atwood Machine Problems and Solutions, Vector Sums Magnitude and Direction Independent Practice Worksheet Answers, How Does the Coriolis Effect Affect Ocean Currents, Coefficient of Fr iction Problems Worksheet with Answers, Pascal’s Principle Problem Solving with Solution… >> stream xref
0000004491 00000 n
x�\ے��}�W�߸-��I����W9�nɕ��@Q\-^$���fR����ib��$U���{��I��>�De�*u���V���Um��W�|G���@g�f�����[�>=w���s�J�S��Y�pk�Ţ(�F�*��C%��I~��YQ&uwi�����o��0!�e� t��qR'U ��ݺ? << /ProcSet [ /PDF /Text /ImageB /ImageC /ImageI ] /ColorSpace << /Cs1 7 0 R *��ێ��T��(�
���fh��3Z�tO �$�((�R�4)fԩ�Gh��Ҹu��N��q�41������`�ݡw�/���� 0000002053 00000 n
What’s wrong with this? 1008 0 obj
<>
endobj
>> /Font << /F2.1 10 0 R /F3.0 11 0 R /F1.0 8 0 R >> /XObject << /Im1 12 0 R Solving projectile motion problems Realize the horizontal and vertical motions are independent. 7 0 R /Interpolate true /BitsPerComponent 8 /Filter /DCTDecode >> 0000002533 00000 n
<<993F91D0AF6D2848A4D222928DD9AF2F>]>>
��>^��)�IM,WK��bq?���dMq������q8�^!��[{������d���f���ρ�}$G�h}Ω��Ϣ�Q�kJ�[�Qx] #�(�s$6�q��d�^�˼��8&�/ �{����j��_�KS��"Eq/:ǵ�-{�����W��OJ���^�7j�z>Y�yE�ʂ~˧uY�)�n���G��+#�Tq_�ik*-C�NZ��4�t�L��3�&����A�v����v_"-,K���|8�� �H{[ 5���{5FmRc��{D5QE2J� 86&�uZӘN�8����=�{,!�N��P�DT��w���������ߛ����뜑
g}q�@��g.�����a����R�g~PEjƟq"�M5�*U�����rfoi���Ozl�nNƱ���hRV�drOMk���6O9b�ڍL�F��]�P�V�Y;��QB٧�i��)����~�����g��;����M ��XE��@`s�. 1008 16
trailer
%��������� endobj Read the problem carefully, and choose the object(s) you are going to analyze. )Uh��- ���+��B@�f��8��qa��O�\��l� �
ѐ���P�j����D��o}�$`��|�X���9��TI�Ak�f�r�~o��# ��&�kI����])|E����B��eOX�e�` !&[���Ti��,���I�>����>(��a��L��f[{��-5[!l�; %PDF-1.3 3) •1st Mini Exam (25 minutes) •Chapter 3: Motion in 2D and 3D •Short Review •Review: Projectile motion •More example problems •Range of a projectile •Uniform Circular Motion (if time) •Centripetal acceleration xڼT�KSQ~��\n���G-���S7j1��}0М�� Y�S˩
E�X:�j+�!e��H�Th:�D,��ʊ��?dDt��ݔ����=�}��� �p�$�A+�R@D�Y[�j�&{!�R���rK�_�9�=MW^"���0/��>��i�w��1]��~��t[,]
��(������>�l�0g���ZPL_\���?��,�~~t���\��~_���u��m������S����5�[��y��cw[�E/�&K� 0
4 0 obj 3-8 Solving Problems Involving Projectile Motion. Kinematics (2D) Critical Thinker Kinematics (2D) Laws, Principles (so-called formulae) Solution A Solution B Solution C Problem Answer Critical ThinkerCritical Thinker One would just plug in the numbers and if it didn't come out to be a correct answer then he/she would just change the positive to negative and so on. 3. �Fw�71����^�q�, ͪ����� �4!�*���h� ��P�B6��w��I��|� a��u�4�k�,��qZ Dx��f�q��ӥ�&�5|��*^���@��^���r�H
N�8tl�Of���qO+E'� 2r���[���p�ho���ws{Ύ�cD7�q�W]���ߝg�/����,�Dz�k}�X�Q����.����/��]�L��q� C�G�%]�0j]��tힱg�=�ky��u���J�"J�9�_��F�tY�*0P��(�#��ʓ&�!�.���0M��������=��́WbS9����lp�a PHYSICS Kinematics Objectives %PDF-1.4
%����
17 Chapter 3: 2D Kinematics Thursday January 22nd Reading: up to page 44 in the text book (Ch. 2D Kinematics - Problem Solving An airplane is taking off on the runway. 0000004452 00000 n
Their only connection is through the time the projectile is in the air. 6 0 obj 1. %PDF-1.3 5 0 obj Show the formula(ae) used to solve the problem with only variables C.Show the formula(ae) used to solve the problem with only numbers D. Show any necessary math E. Show the answer with proper units VIII.Be able to convert between accelerations in m/s2 and g’s. Decide on the time interval; this is the same in both directions, and includes only the time the object is moving with constant acceleration . 6�Ek����H����x#,"�Ţ6� CN����w?K=����(P^��M�|��o� startxref
A. 2. View 2D_Kinematics_Problem_Set_Key.pdf from MATH 76 at Rockland College International. 0000003855 00000 n
endobj At the moment the wheels leave the ground, the plane is traveling at 60 m/s 60 \text{ m/s} 6 0 m/s horizontally. 0000002200 00000 n
endstream z|י6� ��Y������翹�r|����4#���쎫��yKD«� �J�4���n�X~F�EZ7q�e������3�M-����YV�uGYk ��W�y��ܿ\�����ˢ}�:|\���r{|!1)�� �uc%�0�n�� I�ĥރA�~{}���1�� �͚i���u���6��A#Ĵ|(�ɬ��i��Yc�4+_��`���fv���z�j�%�3R^��S�:�X�Q+�i: �oG�|�xj��b����d��O�E�"��5]���a�b��ʝ8�^k^�/���7RK�� \�w�e�w��tWEQ>�}�l� x�V]o�F}�����J,;��yKs[��Z�(����*.8�*��8A����'��cN�[[ha��̜��9�tC�4�^3M��ͽ���"*��2R��ݷ$��͕I|0�
�B�Sגe-��ܱ��E�3����6�_�]ߒl��k�(���}̾�o�>[��Lv�Kx%URYIx\1�6�"`I�Na�/xH���������� )h�g�%}7�?n,l u�!~��4�����
�.h�}?��xiCH/ << /Type /Page /Parent 3 0 R /Resources 6 0 R /Contents 4 0 R /MediaBox [0 0 792 612]