Math Problem Statement

X3/3

Solution

The expression you provided is X33\frac{X^3}{3}.

This simplifies to:

X33\frac{X^3}{3}

where X3X^3 is XX raised to the power of 3, divided by 3. This is already in its simplest form unless you have specific values for XX, in which case it can be further simplified.

Would you like more details on how to work with this type of expression, or do you have specific values for XX?

Here are five related questions to consider:

  1. What is the derivative of X33\frac{X^3}{3} with respect to XX?
  2. What is the integral of X33\frac{X^3}{3} with respect to XX?
  3. How does this expression behave as XX approaches 0 or infinity?
  4. How would you simplify (2X)33\frac{(2X)^3}{3}?
  5. What happens if XX is a negative value in this expression?

Tip: Always watch for exponent rules when working with polynomial expressions!

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Math Problem Analysis

Mathematical Concepts

Algebra
Exponents
Polynomials

Formulas

(X^3) / 3

Theorems

Exponent Rules
Basic Polynomial Division

Suitable Grade Level

Grades 9-12