Prove that anything raised to power 0 is equal to 1?
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to prove that x^0=1
we know that
(0 times)
we know that 1 -1 =0
hence,
we can say that
x^0= x ^ 1 - 1
Now we got that x^0= (x ^1 ) X (x ^ - 1)
x^0= x^1 X 1/ x^1
where x^1 and x^1 gets cancelled
therefore x^0 = 1
proved
mark as branliest if it's helpful
we know that
(0 times)
we know that 1 -1 =0
hence,
we can say that
x^0= x ^ 1 - 1
Now we got that x^0= (x ^1 ) X (x ^ - 1)
x^0= x^1 X 1/ x^1
where x^1 and x^1 gets cancelled
therefore x^0 = 1
proved
mark as branliest if it's helpful
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