Simplify/Condense 10^( log of 4x^2)

Problem

10

Solution

1. Identify the base of the logarithm. In the expression (log_)(4*x2) the notation (log_)() without a specified base represents the common logarithm, which has a base of 10

2. Apply the inverse property of logarithms and exponents. The property states that b(log_b)(y)=y for any y>0

3. Substitute the values into the property. Since the base of the exponent is 10 and the base of the logarithm is 10 the expression simplifies directly to the argument of the logarithm.

4. Simplify the resulting expression. The result is the argument 4*x2

Final Answer

10=4*x2

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