Final answer:
Translating angle MNP by <-5,-6> in mathematics means moving it 5 units left and 6 units down on the coordinate plane without altering its properties.
Step-by-step explanation:
The question 'Translate angle MNP by <-5,-6>' refers to the process of performing a translation in mathematics, which involves shifting a point, line, or figure on a coordinate plane without changing its shape, size, or orientation. In this case, angle MNP is to be moved 5 units to the left and 6 units down. Translation does not affect the magnitude or relative positions within the shape, so the angle's measure remains the same after translation.To translate angle MNP (∠MNP), we need to subtract the given values from the coordinates of each vertex. If we subtract ⟵-5,-6⟶ from the coordinates of point M, N, and P, we will get the new coordinates for the translated angle. For example, if point M has coordinates (x,y), after translation it will have coordinates (x-5, y-6).