0000002251 00000 n • Explain the laws of Indices. �V��)g�B�0�i�W��8#�8wթ��8_�٥ʨQ����Q�j@�&�A)/��g�>'K�� �t�;\�� ӥ$պF�ZUn����(4T�%)뫔�0C&�����Z��i���8��bx��E���B�;�����P���ӓ̹�A�om?�W= Search for Technical Mathematics 1 Indices And Logarithms And Bear Market Technical Indicators Technical Mathematics 1 Indices And Logarithms And Bear Market Te xref 0000000556 00000 n "F$H:R��!z��F�Qd?r9�\A&�G���rQ��h������E��]�a�4z�Bg�����E#H �*B=��0H�I��p�p�0MxJ$�D1��D, V���ĭ����KĻ�Y�dE�"E��I2���E�B�G��t�4MzN�����r!YK� ���?%_&�#���(��0J:EAi��Q�(�()ӔWT6U@���P+���!�~��m���D�e�Դ�!��h�Ӧh/��']B/����ҏӿ�?a0n�hF!��X���8����܌k�c&5S�����6�l��Ia�2c�K�M�A�!�E�#��ƒ�d�V��(�k��e���l ����}�}�C�q�9 Subscribe Subscribed Unsubscribe 0. x���1 01�d��\ˢ�A�x�'MF[����. trailer PowToon's animation templates help you create animated presentations and animated explainer videos from scratch. 0000001158 00000 n 0000006122 00000 n On completion of this tutorial you should be able to do the following. %PDF-1.4 %���� 0000006860 00000 n 0000002408 00000 n 0000001224 00000 n Cancel Unsubscribe. �ꇆ��n���Q�t�}MA�0�al������S�x ��k�&�^���>�0|>_�'��,�G! 0000001078 00000 n ��C�Z�K��+0\���\K����[�7O�h�tvo(�Z6�����Z?a�*��ۈ����K�I� ��4�����O�%F�e;Aig�cX>�_m��W_cFҦ,}�u��sFV�|��!>���}�J�,���4��)�R���+$4? 0000006501 00000 n 1019 0 obj <> endobj • Define a logarithm. 1022 0 obj<>stream INDICES AND LOGARITHM - TECHNICAL MATHEMATICS Aidil Harris. 0000000016 00000 n 0000005854 00000 n TUTORIAL 5 - INDICES, LOGARITHMS AND FUNCTION This is the one of a series of basic tutorials in mathematics aimed at beginners or anyone wanting to refresh themselves on fundamentals. 0000001930 00000 n 0000007193 00000 n %PDF-1.5 %���� 0000006160 00000 n <]>> 0000001876 00000 n Anyone can produce awesome animations quickly with PowToon, without the cost or hassle other professional animation services require. H�|�AO� ��|�wZ6�QhY��8g�f��;��P�hVttя�j�x0MK����#���z�G�!� _X! 0000006724 00000 n �x������- �����[��� 0����}��y)7ta�����>j���T�7���@���tܛ�`q�2��ʀ��&���6�Z�L�Ą?�_��yxg)˔z���çL�U���*�u�Sk�Se�O4?׸�c����.� � �� R� ߁��-��2�5������ ��S�>ӣV����d�`r��n~��Y�&�+`��;�A4�� ���A9� =�-�t��l�`;��~p���� �Gp| ��[`L��`� "A�YA�+��Cb(��R�,� *�T�2B-� H���yTSw�oɞ����c [���5la�QIBH�ADED���2�mtFOE�.�c��}���0��8�׎�8G�Ng�����9�w���߽��� �'����0 �֠�J��b� 5.5.1 Indices and Logarithms, Short Questions (Question 1 – 4) May 16, 2020 August 22, 2013 by . 0000003164 00000 n �,`"/2[�|��Hot�׈uO�J8.t��IV�G�q!a� ?�9�v���y��r�;@�$&ٮ�Jx��au�m�Q�C�ׁ�b�����$M�h^�[#s��]9�� ���bC�'����7��8���e��V�uPG�)��k+,����?zb��L�Gϼ��M՞9�It4�_ry͕�B��U�4��+w7mM�Pb'��ח�%��ȮWJx&���&�9v�O�6�X�lo������� � (��������G0�4���I)it��1@�*AxPA3�a�B�. CHAPTER 5 : INDICES AND LOGARITHMS CONTENTS PAGE 5.0 INDICES AND LOGARITHM 5.1 Conceptual Map 2 5.2 Logarithm and laws of logarithm 3 – 4 Exercise 5.2 5.3 Finding Logarithm of numbers 4 – 6 Exercise 5.3 5.4 Changing the base of logarithm 7 - 9 Exercise 5.4.1 Exercise 5.4.2 Exercise 5.4.3 5.5 Equation Involving logarithm 10 – 11 Exercise 5.5 0000001563 00000 n 1019 24 startxref 0000002175 00000 n am an = am – n III (am)n = amn Other Results : a0 = 1 , m m a a 1 , (ab)m = am bm 1. Y��'�O+�H��X�Ԑ���D�(�,]������{�r��6]U�{��? trailer %%EOF 0000061080 00000 n Question 1 0000003185 00000 n 0000050352 00000 n ��w�G� xR^���[�oƜch�g�`>b���$���*~� �:����E���b��~���,m,�-��ݖ,�Y��¬�*�6X�[ݱF�=�3�뭷Y��~dó ���t���i�z�f�6�~`{�v���.�Ng����#{�}�}��������j������c1X6���fm���;'_9 �r�:�8�q�:��˜�O:ϸ8������u��Jq���nv=���M����m����R 4 � endstream endobj 1042 0 obj<>/W[1 1 1]/Type/XRef/Index[54 965]>>stream %%EOF startxref The tutorial contains the following. �&;T`oI��e��Q�>8I� ���lt������|�� ��׏�bG֌���EFB-� )��GO��,l�)���N���njn�o����M�}�翚j�7u؄���l.�$�; 0000002583 00000 n 1000 = 103 … xref 0 INDICES AND LOGARITHMS IMPORTANT NOTES : UNIT 5.1 Law of Indices I. am x an = am + n II. 0000003425 00000 n 0000000812 00000 n 0000060847 00000 n 0000007239 00000 n endstream endobj 101 0 obj[/ICCBased 104 0 R] endobj 102 0 obj<> endobj 103 0 obj<> endobj 104 0 obj<>stream 0000001426 00000 n -��@5=�`�DB�L�`1��*i. 0000000016 00000 n 92 0 obj<> endobj 0000001411 00000 n x�b```f``��:���� �Ǘ A Logarithm is a mirror image of an index If m = bn then log bm = n The log of m to base b is n If y = xn then n = log x y The log of y to the base x is n e.g.