Question

What is the value of 0^0?

Answer 1

a. 1
b. undefined
c. infinitely large
d. 0

Answer 2

1

Answer 3

a

Answer 4

I tried 1 but it's wrong

Answer 5

It's b.

Answer 6

It's undefined because the function x^y is not continuous at the origin but you'll learn more about that when you take calculus. Just for now remeber that 0^0 is not defined

Answer 7

Okay thank you!

Answer 8

similiar stuff that is not defined infinity-infinity, infinity*0 etc.

Answer 9

Here's explanation, if you want.

https://www.youtube.com/watch?v=BRRolKTlF6Q&feature=youtu.be&t=6m45s

Answer 10

I wish I could give you both medals.

Answer 11

Give medal to user with lower SS :)

Answer 12

May i ask one more question?

Answer 13

sure

Answer 14

Simplify \[y ^{a}y ^{ab}x ^{a}\]
\[a. (y ^{a(1+b)})(x ^{a})\] \[b. (xy ^{ab})\]

Answer 15

Ok do you remember how to multiply exponentials? They have to have the same base so let's call it x. \[X ^{a}*X ^{b}=X ^{a+b}\]

Answer 16

I won't give you the answer, but try to work it out now and tell me what you think the answer is.

Answer 17

I got a as the answer.

Answer 18

Correct, just remember the multiplication rules and you're golden.

Answer 19

Thank you