Question

Create an equivalent expression for 1.3 cubed over 1.2 raised to the fourth power all raised to the power of negative six. 1.2 raised to the twenty-fourth power over 1.3 to the eighteenth power 1.2 squared over 1.3 cubed 1.3 to the eighteenth power over 1.2 to the twenty-fourth power 1.3 cubed over 1.2 squared

Answers

  1. Based on the given parameters, the equivalent expression of [(1.3^3)/(1.2^4)]^-6 is (1.2^[24])/(1.3^[18])

    How to determine the equivalent expression?

    The expression is given as:
    [(1.3^3)/(1.2^4)]^-6
    Apply the power law of indices to the above expression
    [(1.2^4)/(1.3^3)]^6
    Next, we expand the exponents using the power law of indices
    (1.2^[4 * 6])/(1.3^[3 * 6])
    Evaluate the products
    (1.2^[24])/(1.3^[18])
    Hence, the equivalent expression of [(1.3^3)/(1.2^4)]^-6 is (1.2^[24])/(1.3^[18]) based on the given parameters
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    Complete question
    Create an equivalent expression for [(1.3^3)/(1.2^4)]^-6

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