Question

prove that any no. to the power 0 is 1

Answer 1

Answer:

Lets take a no. 2

2¹ /2¹ = 1 ------> 1st equ.

We know that an / am = a^[m-n ]

So, 2¹ / 2¹= 2^[1-1]

= 2^0 --------> 2nd equa.

From 1st and 2nd equa.

2^0 = 1

Answer 2

Answer:

Let us proof (-3) ^0 = 1

Step-by-step explanation:

(-3) ^ 4 = 81

(-3) ^3 = -27

(-3) ^2 = 9

(-3) ^1 = -3

So, (-3) ^0 = ?

Once it can be discovered that the rule for this sequence is that at each step, you divide by -3, then the next logical step is that (-3) ^0 = 1.

You can present the same pattern for other numbers, too.