Which graph represents two functions that are increasing on all points across the domain that is common to both functions? Polynomial function h of x that decreases from the left in quadrant 2 and passes through the point 0 comma 5 to a minimum at 1 comma 4 and then increases to the right passing through the point 2 comma 5 and radical function j of x that increases from the left in quadrant 1 from an endpoint at 1 comma 0 and passing through the point 2 comma 1 and 6 comma 2
Polynomial function h of x that decreases from the left in quadrant 2 and passes through the point 0 comma 5 to a minimum at 1 comma 4 and then increases to the right passing through the point 2 comma 5 and radical function j of x that decreases from the left in quadrant 4 from an endpoint at 1 comma 0 and passing through the point 2 comma negative 1 and 6 comma negative 2
Polynomial function h of x that decreases from the left in quadrant 2 and passes through the point 0 comma 5 to a minimum at 1 comma 4 and then increases to the right passing through the point 2 comma 5 and radical function j of x that decreases from the left in quadrant 2 passing through the points negative 8 comma 3 and negative 3 comma 2 to an endpoint at 1 comma 0
Polynomial function h of x that decreases from the left in quadrant 2 and passes through the point 0 comma 5 to a minimum at 1 comma 4 and then increases to the right passing through the point 2 comma 5 and radical function j of x that increases from the left in quadrant 3 passing through the points negative 8 comma negative 3 and negative 3 comma negative 2 to an endpoint at 1 comma 0