Question

Simplify the expression.



A. 2xyz^2

B. 2x^-7y^7z^2

C. 5x^12y^12z^2

D. 5xyz^2

Answer 1

To simplify the expression, it's necessary to know the original expression from which these options are derived. However, assuming these are options presented for simplification, let's analyze them based on common forms.

If it's about finding a simpler or more general expression among these choices, we can analyze the variables:

A. **2xyz^2** - This is a linear expression with a degree of 4.
B. **2x^-7y^7z^2** - The presence of negative exponent indicates an inverse relationship, complicating it.
C. **5x^12y^12z^2** - This has higher powers, making it more complex too.
D. **5xyz^2** - Like A but with a coefficient of 5 rather than 2.

Without further context, typically, more straightforward or lower-powered expressions can be considered as simplified.

Among the options provided, **A. 2xyz^2** seems the most simplified form with lower exponents and no negatives or higher powers compared to the others.

Therefore, the simplest expression based on the information provided is:

**A. 2xyz^2**.