### People Reviews

What do you get when you add x squared and x cubed?

you can’t add it. you can only add x squared and x squared or x cubed and x cubed

Although you can’t really add different terms, such as x squared and x cubed, it is possible to simplify this, as both terms divide by x. This means you can say that…

x^2+x^3=x(x+x^2)

I hope that helps!

Source(s): Me???

you cannot add the two together. If you know what X is equal to you can solve but without it the equation is just written as X^2 + X ^3

llama is right.

x^2 + x^3 = x^2*(x+1) But that’s it.

x^2+x^3=1*x^2+(x^2)*x=x^2*(1+x)

hope it helps

Answer 6

Xe5

Answer 7

you cant add both of them

Thanks for giving me a question that I actually know something about, The answer is X^5.

x^5

you add the exponents up

### What our team says

# x squared plus x cubed?

When you hear the word “math,” what comes to mind? Addition, subtraction, multiplication, division? Well, for one college student, those routine math formulas weren’t going to cut it. That’s because he was dyslexic and had a hard time with basic math facts.

## What is x squared plus x cubed?

X squared plus x cubed is a mathematical calculation that results in the square of the sum of two variables and the cube of the sum of three variables. The calculation can be written as: x2 + x3 = y2, where y is the result. When working with algebraic equations, this process is simplified by using parentheses to identify which variable goes with each operation.

## What are the properties of x squared plus x cubed?

When these two numbers are added together, their properties are as follows:

x squared addition = x * x

x cubed addition = x * (x + 1)

## Applications of x squared plus x cubed

x squared plus x cubed can be used in many different applications. One example is finding the volume of a cylindrical container using the formula V = πr2. Another application is solving systems of linear equations.

## Conclusion

Thank you for reading our article on x squared plus x cubed. In it, we discuss the basic concepts of mathematics and how they are used in everyday life. We hope that you found this article helpful and that you will continue to use mathematical concepts to solve problems both big and small in your future endeavors. Thank you again for reading!

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