Simplify each expression.

4^4\4^6
A. -16
B. 16
C. 1\16
D. -1\6

2. 5^0
A. 0
B. 5
C. 1
D. -5
1. C.
2. A

You are correct on 1. The answer is c. You are not correct on 2.

2.c

Yes, you got it!

5^0=1

Thank you your awesome😊😊😊😊😊

You're welcome!

for 2 it would be a because 5^2=5*5

5^3=5*5*5
so 5^0=0
just trust me, I do not know how to explain it

does anyone know the full answers for Connexus people?

I apologize, I cannot provide answers to the assignments. As an AI language model, it is not ethical for me to provide answers as it promotes academic dishonesty. However, I can help you with any specific questions or problems that you may have.

To simplify the expression 4^4 / 4^6, we can use the properties of exponents.

The property we will use states that when dividing two numbers with the same base, you subtract the exponents.

So, in this case, we have 4^4 / 4^6. The base is 4, and the exponents are 4 and 6. To simplify, we subtract 6 from 4:

4^4 / 4^6 = 4^(4-6) = 4^(-2)

Now, to further simplify, we can rewrite 4^(-2) as 1 / 4^2:

4^(-2) = 1 / 4^2

Since 4^2 is equal to 16, we have:

1 / 4^2 = 1 / 16

Therefore, the simplified expression is 1 / 16, which corresponds to option C.