Which interval for the graphed function has a local minimum of 0? [-3,-2] [-2,0] [1,2] [2,4]

Answer:The interval [2,4] has a local minimum of 0Step-by-step explanation:Local maxima and minima The graph of a function is said to have a local minimum when all the points around it have a greater value.  We can see two local minima, but we need to focus on the point (3,0) because its y-value is 0, as required in the question. We must find which interval contains the value x=3 The first three options don't contain x=3. The only valid option if [2,4] Answer: the interval [2,4] has a local minimum of 0 at the point (3,0)