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wzwz
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Is log8 (x/2) same with log8 x/2?
Can you compute them and find out?wzwz said:Is log8 (x/2) same with log8 x/2?
wzwz said:Is log8 (x/2) same with log8 x/2?
Yes, the base of the logarithm is crucial in determining equality. Changing the base of a logarithm can result in different numerical values, so it is important to pay attention to the base when solving equations.
Yes, logarithms with different bases can be equivalent. This is known as the change of base formula, where logb x = loga x / loga b.
Log8 (x/2) can be simplified by using the quotient rule of logarithms, which states that logb (x/y) = logb x - logb y. In this case, log8 (x/2) would become log8 x - log8 2.
No, log8 (x/2) is not the same as log8 (x-2). The former is a logarithmic expression while the latter is a numerical value, and they cannot be equated.
Yes, equations involving logarithms can be solved without using a calculator by using properties and rules of logarithms, such as the power rule, product rule, and quotient rule.