Identity the property or rule of 96 13 13 96

Given :96 13 13 96 .

Sings of operations are not visible in the given problem.

Let us take multiplication sign × first and then we will take plus sign.

Let us take  multiplication sign × first.

96 × 13 = 13 × 96.

The number 96 and 13 just changed their positions.

Also, on changing those positions, the values of product doesn't change.

So, we can see that a*b=b*a property is being applied there.

a*b=b*a represents Commutative Property of Multiplication.

Therefore, 96 × 13 = 13 × 96 represents Commutative Property of Multiplication.

If we take plug sign in between, we would have expression

96+13 = 13+96.

Still on changing positions of numbers the values of sum remain same.

So, we can apply property represented by a+b=b+a.

And that is Commutative Property of Addition.

Therefore, 96+13 = 13+96 also represents Commutative Property of Addition.

K(x) = (1/4)^x

(1,4) when x = 1, k(1) = (1/4)^1 = 1/4FALSE
(3, 1/64) when x = 3, k(3) = (1/4)^3 = 1/64TRUE
(-1,4) when x = -1, k(-1) = (1/4)^-1 = 4TRUE
(0, 1/4) when x = 0, k(0) = (1/4)^0 = 1FALSE

answer
(3, 1/64)
(-1,4)