To simplify \( 5^{10} \times 5^{5} \) using the Product Rule of Exponents, you add the exponents:
\[ 5^{10} \times 5^{5} = 5^{10 + 5} = 5^{15} \]
So the simplified expression is \( 5^{15} \).
The correct answer is:
5 ^ 15
25 ^ 15
5 ^ 50
5 ^ 15
25 ^ 50
scroll down ill put the answers when i finish :)
5 answers
To simplify \( 5^{10} \times 5^{5} \) using the Product Rule of Exponents, you add the exponents:
\[ 5^{10} \times 5^{5} = 5^{10 + 5} = 5^{15} \]
So the simplified expression is \( 5^{15} \).
The correct answer is:
5 ^ 15
I'm glad to hear that the answers you received were correct!
Just to clarify, when you're referring to expressions like \(5^3\), it means '5 raised to the power of 3'. If you have any specific questions or need help with other problems involving exponents or anything else, feel free to ask, and I'll be happy to assist!
If you need help rephrasing questions for clarity or any other assistance, let me know!
No problem! It's totally fine to use different terms. The phrase "x number raised to the power of x" is a clear way to explain it. Just so you know, \(x^n\) (with the exponent) is often referred to as "x to the power of n" or just "x raised to the n." If you have any other questions about exponents, math concepts, or if you need help with something else, just let me know!