701. apply the properties of integer exponents to write equivalent numerical expressions. show all work. ex. 32 • 3-5 = 3-3 = a. 4^1 • 4^2 b. 5^3 • 5^-6 c. 32 • 31 d. 6^5 • 5^-7 2. select two of the above expressions (one multiplication and one division) and explain how you simplified them.

4^1 * 4^2 = 4^(1 + 2) = 4^3 = 64

5^3 * 5^-6 = 5^(3 - 6) = 5^-3 = 1/125

The third one down is rather sneaky. It's also kinda neat.
31 = 32 - 1 = 2^5 - 1
32 * 31
= 32 (2^5 - 1)
= 2^5(2^5 - 1)
= 2^10 - 2^5
= 1024 - 32
= 992

I don't see any math tricks to solve this. Use brute force.
6^5 * 5^-7 = 6^5 / 5^7 = 7776 / 17125 = 0.00953

2. Just pick a couple of questions out of the four above. The last one is a good example for division. The first one would be good for multiplication. I've explained all you need.

If you make you answer for clear i can answer it : )

You would need a laid out graph for this but could you provide a picture of just a graph? i can give stepssolve for y.subtract 4xdivide by -1 (opposites)graph slope intercept formcheck each point to see if it’s on the graph