the zero exponent law is basically a law that tells you that whichever number and it can be any number to the power of zero equals

it equals to 1 because of all the “invisible” 1’s we have in the equation such as the invisible 1 in the coefficient spot. furthermore we all know that a number times 0 equals 0 so then we are left with the invisible 1 that is the coefficient,

What I learned this week is how to convert entire radicals into mixed radicals and then mixed radicals back into entire radicals.

What you do to convert entire radicals into mixed is you start with prime factorization. as you can see I took 242 and cut it in half so now 2 x 121 is 242 and I took 121 and since it’s a perfect square I got two 11’s and since it’s a square root the answer would be 11 root 2

Turning it back into an entire radical is taking 11 and finding the squared version of it being root 121 and then you take root 2 and you multiply them giving you root 242

This here is a kind of number tree and I haven’t seen or used it before Ms. Burton showed the class and it’s basically to keep track of the order certain numbers go.

The “R” stands for real numbers and basically all numbers go under that category besides complex numbers. The “Q” with a line on top of it stands for irrational numbers and the “Q” with a line below it stands for rational numbers. The “I” below stands for integers, The “W” stands for whole numbers, and the “N” stands for natural numbers.

To explain this “number tree” better take the number 123 983 for example it fits into R,Q (with a line below it), I, W, and N.