Question

when the base is 1why is the product always the same regardless of the exponent?

Answer 1

1^(anything) =1

Answer 2

so i can put that? or do i need to make an equation

Answer 3

i asuumed it as log question
\[\log_{1} 1=(any ~~number)\]

Answer 4

\[1^{28238282872828}=1\]

Answer 5

thats the answer^

Answer 6

oh

Answer 7

ohhh nvm its a word question idk its confusing

Answer 8

im doing algebra online

Answer 9

cool

Answer 10

yeah so the questions are kinda confusing

Answer 11

i have another question

Answer 12

its 6^2x8^2 can be written 6^2x8x2^3 why can the exponent 1 be removed?

Answer 13

u mean 8 ^1

Answer 14

yeah i guess idk this is what it showed but yeah that sounds right

Answer 15

\(\large\tt \color{black}{ 6^2\times 8^2=6^2\times 8\times 8=6^2\times 8\times 2^3}\)

Answer 16

yep thats what i have

Answer 17

u should learn exponents and its properties

Answer 18

http://www.mathsisfun.com/algebra/exponent-laws.html

Answer 19

Because say we have 1^7. We can write that out and we get \[1\times1\times1\times1\times 1\times 1\times1\] It will always equal 1, no matter what power it is.

Answer 20

im doing expanded form exponents

Answer 21

and okay so i put that?

Answer 22

thanks

Answer 23

what about 6^2 x 8^2 can be written 6^2 x 8 x2^3. Why can the exponent 1 be removed?