Question

Add exponent 31 to exponent 31

Answer 1

Wrong

Answer 2

Adding two exponents of the same base involves adding the numerical coefficients of the exponents. However, if you're referring to simply adding \( 31^n \) and \( 31^n \), you get:

\[
31^n + 31^n = 2 \times 31^n
\]

If you meant to add the numbers themselves (i.e., \( 31 + 31 \)), that equals \( 62 \). Please clarify your question if you meant something different!

Answer 3

I apologize for the misunderstanding. If you are referring to adding the exponent values directly, then:

If you simply add exponent \( 31 \) to itself, it can be expressed as:

\[
31 + 31 = 62
\]

If you meant to express it in terms of exponents, such as \( 31^2 \) (which is \( 31 \) raised to the power of \( 2 \)), that's a separate operation. Just to clarify:

1. \( 31 + 31 = 62 \)
2. If you meant \( 2 \times 31^{x} \) (adding \( 31^x \) + \( 31^x \)), the result would be \( 2 \times 31^{x} \).

Please let me know if you're looking for a different concept or calculation!