Question

∞ ^ 0 - ∞ ^ 0 = ??

think , understand , answer

Answer 1

l think any thing power zero is zero so
a^0=1
1-1=0
l am thinking it is correct

Answer 2

Answer : 1,

Proof :

Statement : Anything power 0 is 1 (Except for 0),

Infinity (∞) Is nothing but a number that is undefined, Here u defined means, The number is either going on increasing or the number is increasing its digits,

So, Basically, We can give this as examples,

Examples : π, Irrational number, 2.3456789012..... , 123456797162637...,

These numbers are also considered to be infinity, Since there ending is undetermined,

Now, Since infinity has some digits, and it is raised to power 0, It becomes 1,

Reason,

(a^b)/(a^c) = (a)^(b-c),

=> (∞)¹/(∞)¹ = ∞^0,

=> ∞^0 = 1 (This is the reason ∞ ≠ 0),

Now keeping all this in mind,

∞^0 - ∞^0,

=> 1 - 1 (Remember the first infinity may or may not be equal to 2nd infinity but the same concept applies)

=> 0,

Therefore : The answer is 0,

Hope you understand, Have a Great day,
Thanking you, Bunti 360 !.