The expression in the simplified form is '1 over the quantity x raised to the sixth power times y raised to the third power end quantity'. Then the correct option is A.
Variable-based math is the investigation of dynamic images, while rationale is the control of that multitude of thoughts.
The acronym PEMDAS stands for Parenthesis, Exponent, Multiplication, Division, Addition, and Subtraction. This approach is utilized to answer the issue accurately and totally.
Simplify x raised to the negative sixth power over y raised to the third power.
Convert the sentence into an expression, then we have
[tex]\rm \rightarrow \left ( (x)^{y^3} \right )^{-6}\\\\\rightarrow \left ( \dfrac{1}{(x)^{y^3}} \right )^{6}\\[/tex]
The expression in the simplified form is '1 over the quantity x raised to the sixth power times y raised to the third power end quantity'. Then the correct option is A.
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