Notes

Inverse Oper. in Inverse Operation is like to undo a number.
for example to Inverse Operate the + you turn it into a -
so + and - are an Inverse Operation. If you want to turn
x toInverse Operation then you turn it to a ÷. Also an exponent is also Inverse Operation.

Square Root. Lets say i have 4².
so if i want to make an equation with 4²
then it would be: 4² = 16 because 4² is 4x4
so doing this exponent from going to 4 squared to 16.
to undo that with the Root Operation, that involves
starting out with 16 and somehow getting back
to the 4 being raised to the second power.
and do you know that part of the real exponent
is called (4)? Yep the "Base". so doing a Root Operation
is going to give us our Base as our answer, that helps us
understand its name a little better. The both meanings
"Base" and "Root" have similar meanings yeah also
speaking about trees. Because the Root is at the Base
of a tree. that could help you remember Root Oper.
better. You start with the answer of an exponent
and try to figure the base of the original exponent
is. But how do you use a Root Operation
to go backwards and figure the Base of the
original exponent? well for an Root
Operation starter we'll use a symbol
that looks like this √ its called the
"Root Sign" so the number you want
to take the root of you have to put
it down like this √
16
you know we have to pull out the base
of the original exponent. in this case you have to
figure out the numbers you can multiply together
to get 16. ah but theres the catch "How Many Times?"
the answer we get from taking the root depends
how many times that number will be multiplied
together. That is it depends on the Power of the original
exponent. but how do we know what that number is? continue tomorrow heres the link code for the vid : https://www.youtube.com/watch?v=C_iKTTI1E34