log help!!!!!
in \[\log _{a}c=d\] which variable may at times be negative? A, C, D or none of the above
only D. this can be observed simply from the graph y = logx for the base [a]. we know that to change the log's base on your calculator you do log(x)/log(new base) to get log(x) of the new base. to change to a negative base would imply that you could plug in a negative number in x which is wrong.
thanks.. do you know in which variable may at times be zero
@Euler271
again, for the same reasons, only d
okay do you know which variable can never be equal to one @Euler271
i think the base cant be negative for example 8= 1^x has not meaning if i apply log in both sides i get Ln8= Ln(1)^x Ln8=xLn (1) and Ln 1 is not defined
i know that but which variable cannot be equal to 1
i already told u the base cant be 1
sorry in the last mensaje i meant the base cant be 1 instead of the base cant be negative
okay thats fine but is the base c or a?
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