105k views
3 votes
express each of the following as Ax^my^n, where xy cannot be equal to 0, A is a real number and m and n are integers

express each of the following as Ax^my^n, where xy cannot be equal to 0, A is a real-example-1

1 Answer

1 vote
Answer:
0.05x^7y^(-1)Explanations:

The given expression is:


((5x^3y)/(12y^5x)/(x^2y)/(x^4y^3))/(75x^(-2)y^(-2))/(9xy^(-1))

This can be simplified as


\begin{gathered} (5x^3* x^(-1)* y* y^(-5))/(12)*(x^4y^3)/(x^2y)*(9xy^(-1))/(75x^(-2)y^(-2)) \\ (5x^2y^(-4))/(12)* x^2y^2*(9x^3y)/(75) \\ (45x^7y^(-1))/(900) \\ 0.05x^7y^(-1) \end{gathered}

where A = 0.05, m = 7, n = -1

User JARS
by
7.4k points

No related questions found

Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.

9.4m questions

12.2m answers

Categories