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208 ADD MATH MODULE 08 INDICES and LOGARITHMS  Form

208 ADD MATH MODULE 08 INDICES and LOGARITHMS Form

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so we'll do a few examples for our logarithms the first question is 4 to the power of X minus 2 equals to 2 over to the to the power of X minus 5 for this sort of question we will do by changing all three numbers to the same base for 4 2 and 32 the same base will be 2 so 4 is 2 to the power of 2 and you continue with X minus 2 till you continue to be 2 well 2 2 will be 2 to the power 5 next we'll proceed with multiplying the powers and for this one we'll change them to 1 2 only so two for division ing to a lot of illnesses the region will proceed in two - so 1 minus 5 X because 5 my 5 times X well plus 25 because 5 times 5 25 well this minus will become plus after minus minus becomes plus so now we'll proceed by changing these powers into a simple phone so 2 2 above 26 minus 5x ok so now both of them have the same base we can just equate the power so 2x minus 4 is equal to 26 minus five x now we group the similar ones together so 2x + 5 X is equals to 26 plus 4 which will be very simpl

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