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Solve for x. z = 6πxy

A) x = z/(6πy)
B) x = z(6/πy)
C) x = z/(6π)
D) x = z(6/π)

User AndresM
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1 Answer

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Final Answer:

Solve for x. z = 6πxy

A) x = z/(6πy)

Step-by-step explanation:

To solve for x in the equation z = 6πxy, apply the inverse operation of multiplication by dividing both sides of the equation by 6πy. The correct solution is represented as x = z/(6πy), as shown in option A.

Understanding the solution involves recognizing that dividing both sides of the equation by the coefficient of x isolates the variable. In this case, dividing by 6πy cancels out the term multiplied by x, resulting in x = z/(6πy).

Therefore, by following the principles of algebra and inverse operations, the expression for x is correctly determined as z/(6πy), consistent with option A.

Solving equations is a fundamental skill in mathematics, and in this context, applying the correct inverse operation leads to the accurate isolation of the variable x. The use of subscript/superscript style enhances clarity in mathematical expressions.

User Vcmkrtchyan
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