Find the intervals on which the function is continuous. y = √10x + 1 OA) A) continuous on the interval [-10, [infinity]) B) Continuous on (-[infinity], -100] OC) Continuous on (-[infinity], -800] U [100, [infinity]) D) continuous on on the interval the interval (- (1) 10 E) continuous on the interval (-[infinity], 10 OF) F) continuous on the interval [10, [infinity]) Find k so that f is f(x) = = OA) k = 4 OB) k = 7 5 Ook = 1/4 5 ○D) K = }} k = continuous at every point. ´3x +8, if x < −5 kx +7, if x ≥ −5 Match the discontinuities in the figure below with their appropriate classification. 4 3 2 B -4 -3 -2 2 3 4 -2 -3 Removable Discontinuity 1. Discontinuity at x = -2 Infinite Discontinuity 2. Discontinuity at x = 0 Jump Discontinuity 3. Discontinuity at x = 2 1