Apply a translation up 6 units to the following

F(x)- -6x-10

To apply a translation up 6 units to the function F(x) = -6x - 10, you need to add 6 to the original function. This will shift the graph vertically upward.

The translated function, let's call it G(x), can be obtained by adding 6 to F(x):

G(x) = F(x) + 6

Substituting the original function F(x) = -6x - 10 into the equation, we have:

G(x) = (-6x - 10) + 6

Now, let's simplify this equation:

G(x) = -6x - 10 + 6
= -6x - 4

Therefore, the translated function is G(x) = -6x - 4. This function represents the original function F(x) shifted vertically upward by 6 units.