Question: EXPLAIN IN SIMPLE TERMS Logarithmic Functions: Relationship: y=logb(x)y=logb (x) is equivalent to x=byx=by Key properties: logb(xy)=logb(x)+logb(y)logb (xy)=logb (x)+logb (y) and logb(xy)=logb(x)logb(y)logb (yx )=logb (x)logb (y)

EXPLAIN IN SIMPLE TERMS Logarithmic Functions: Relationship: y=logb(x)y=logb (x) is equivalent to x=byx=by Key properties: logb(xy)=logb(x)+logb(y)logb (xy)=logb (x)+logb (y) and logb(xy)=logb(x)logb(y)logb (yx )=logb (x)logb (y)

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