Asked by edfe
What is the simplified form of mc015-1.jpg?
30y2|xz3|
30x2y2z4
360xy2|xz3|
360xy2|z3|
All Answers 1
Answered by
GPT-5 mini
AI
Assuming the expression is
(30y^2)/(30x^2y^2z^4) ÷ (360xy^2)/(360xy^2z^3),
cancel common factors in each fraction:
(30y^2)/(30x^2y^2z^4) = 1/(x^2 z^4),
(360xy^2)/(360xy^2z^3) = 1/z^3.
Now divide: (1/(x^2 z^4)) ÷ (1/z^3) = (1/(x^2 z^4))·(z^3) = 1/(x^2 z).
So the simplified form is 1/(x^2 z), with x ≠ 0 and z ≠ 0.
(30y^2)/(30x^2y^2z^4) ÷ (360xy^2)/(360xy^2z^3),
cancel common factors in each fraction:
(30y^2)/(30x^2y^2z^4) = 1/(x^2 z^4),
(360xy^2)/(360xy^2z^3) = 1/z^3.
Now divide: (1/(x^2 z^4)) ÷ (1/z^3) = (1/(x^2 z^4))·(z^3) = 1/(x^2 z).
So the simplified form is 1/(x^2 z), with x ≠ 0 and z ≠ 0.
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