Exponents!

1 raised to the power of any number equals to 1 itself. So the answer is simply 1 .

Base is one. ' nuff said. :P

1 raise to any positive real number to infinite positive real number is always 1 no matter how you have raised all its exponent repeatedly by any counting number

any power of 1 or any power to 1 is always equal to 1

1^n means to multiply 1 'n' times.. so, 1 raised to the power of any number is equal to 1

${ { { { { { { 1 }^{ 2 } }^{ 3 } }^{ 4 } }^{ 5 } }^{ 6 } }^{ 7 } }^{ 8 }=1\\ Because\\ 1\times 1\times 1\times 1\times 1\times 1\times 1.............\infty =1$

Umm . . . the base is $1$ , so the value is $1$ , you derps.

1 raised to power anything is 1 only

1 raised to any power is 1. Could have gone on forever and it would still be 1.

Apply a rule $1^a = 0$ .

1... 1 having any power over it will give the answer equal to 1. Because no matter how many times we multiply 1 to 1 , we will get 1 .

Any exponent to one is one

1 to the power of anything is 1

1 raised to any real number is always equal to 1. except if 1 raised to infinity the answer is indeterminate.

if the power raised to one is even then one is positive otherwise it is negative

(1)raised to anything=1

It is obvious~

1square=1cube=1to the power of 4=1to the power of 5=1to the power of 6=1 to the power of 7=1to the power of 8 =ans 1

1^anything=1

1 raised to any value is 1 no matter how huge the value is therefore answer is 1

1 raise to anything gives 1...

The base says it all :)

ans is 1 because whatever will be the power of 1 ans will be 1

1 to the power of anything is 1.