The domains for this equation are (2,3,4,5) and the ranges for these equations are (1,2,1,3), so because there is no repetition for the x values, then k,-1 is a function. I say this because (2,1)= (-2,-1), (3,2)=(-3,-2), (4,1)=(-4,-1), and (5,3)=(-5,-3), so there is still no repeating x's. so, yes
If your question regards K⁻¹, the inverse of the function K, then the answer is, ...
... No. K⁻¹ is not a function.
The range of K is {1, 2, 1, 3} which includes 1 twice. This would be the domain of the inverse relation. A relation that has repeated values in its domain is not a function.
