how do you expand
Ln abs(�ã7 x^3+2x^2)
How much of 7x^3+2x^2 is under the �ã sign?
What is �ã mean????
To expand the given expression, Ln|�ã7x^3+2x^2|, we first need to understand the concept of expanding logarithmic expressions.
The natural logarithm (Ln) is a mathematical function that gives the logarithmic value of a given number. The expression Ln|�ã7x^3+2x^2| represents the natural logarithm of the absolute value of the polynomial 7x^3+2x^2.
Expanding the given expression involves breaking down the polynomial within the absolute value bar and then taking the natural logarithm of it.
However, it is important to note that the expansion of the given expression does not simplify it further since the natural logarithm is an inherent part of the expression.
Therefore, the expansion of Ln|�ã7x^3+2x^2| can be considered as the expression itself.
In conclusion, to expand the expression Ln|�ã7x^3+2x^2|, you don't need to perform any further mathematical operations as the natural logarithm function is already included in the expression.