The greatest exponent of an odd-degree function is odd. Examples of odd-degree functions are y = x + 6, y = 2x , and y = x . In the Gizmo, experiment with functions of degree 1 and 3. A. Fill in the blanks to show what happens to y as x approaches infinity or negative infinity when the leading coefficient of an odd-degree function is positive. as X -> 00, y -> as X -> -00, y -> B. Fill in the blanks to show what happens to y as x approaches infinity or negative infinity when the leading coefficient of an odd-degree function is negative. as X -> 00, y -> as X -> -oo, y > 3. The greatest exponent of an even-degree function is even. Examples of even-degree functions include y = 3x , y = x* - 5x* + 8, and y = 2x + x - X. In the Gizmo, experiment with functions of degree 2 and 4. A. Fill in the blanks to show what happens to y as x approaches infinity or negative infinity when the leading coefficient of an even-degree function is positive. as X -> co, y -> as X -> -00, y - B. Fill in the blanks to show what happens to y as x approaches infinity or negative infinity when the leading coefficient of an even-degree function is negative. as X -> 00, y > as X -> -00, y ->