Question

What is the answer of
(-8)^0 - 11^0/(-2/3)^0​

Answer 1

The answer is 0

(-8)^0 - 11^0/(-2/3)^0​ = 0

Explanation:

We note that anything to the power of 0 is 1,

or,

`a^0 =1\\`

Hence,

`(-8)^0=1\\11^0=1\\(-2/3)^0=1`

Putting these values in the problem, we get,

1 - (1)/(1)

1-1

= 0

so,

(-8)^0 - 11^0/(-2/3)^0​ = 1 - 1 = 0

Answer 2

The answer is:

0

Work/explanation:

Using the exponent law:

`\bullet\qquad\sf{x^0=1}`

So any number raised to the power of 0 is equal to 1.

Now, let's apply the property to this problem.

`\sf{(-8)^0=1}`

`\sf{1-11^0/(-2/3)^0}`

`\sf{1-1/1}`

`\sf{1-1}`

`\bf{0}`

Therefore, the answer is 0.