It appears that you've uploaded an image featuring a polynomial division. Here's a breakdown of the mathematical expression shown:

The expression on the left is:

$x^2 - 2xt + t^2$

and it's being divided by:

$x^3 + 0x^2 + 3px + c$

Would you like me to perform the polynomial division for you and provide a detailed step-by-step solution?

Here are 5 related questions to explore the topic further:

1. What are the typical steps for performing polynomial long division?
2. How do you determine the remainder when dividing polynomials?
3. What happens when a polynomial includes terms with coefficients of zero (like the $0x^2$ in the divisor)?
4. How does synthetic division differ from polynomial long division, and when should it be used?
5. What applications do polynomial divisions have in solving higher-degree equations?

Tip: When performing polynomial long division, always align terms by their degrees (powers of $x$) to avoid mistakes.