What is the relationship between the slope of the secant line of f over the interval {3, 6} and the average rate of change of over the {3, 6}? The slope of the secant line is the opposite of the average rate of change. The slope of the secant line is equal to the average rate of change. The slope of the secant line is the reciprocal of the average rate of change.The slope of the secant line is the opposite reciprocal of the average rate of change

114 y 10- 9. Secant line 8 - 6+ (6, 4.899) 5+ 4- (3, 3.464) Ay = 1.4348779 3. Ax =3 -1 0 1 2 3 4 5 6 8 9 11 12 13 14 15 -1. X -2- Slope of secant line = 0.47829262 -3 powered by desmos