Factor Completelyminus, 10, h, squared, plus, 82, h, minus, 16−10h 2 +82h−16

The expression you provided seems to be a bit unclear, but if you're asking to factor the quadratic equation -10h^2 + 82h - 16, here are the steps:

1. First, we can factor out a common factor of -2 from all terms to simplify the equation:

   -2(5h^2 - 41h + 8)

2. Now, we need to factor the quadratic 5h^2 - 41h + 8. We're looking for two numbers that multiply to (5*8 = 40) and add up to -41. Those numbers are -5 and -8.

3. We rewrite -41h as -5h - 36h and factor by grouping:

   -2[(5h^2 - 5h) - (36h - 8)]

4. Factor out common factors from each group:

   -2[h(5h - 1) - 8(5h - 1)]

5. Now you can see that (5h - 1) is a common factor:

   -2(5h - 1)(h - 8)

So, the factored form of -10h^2 + 82h - 16 is -2(5h - 1)(h - 8).