Question

What is the minimum value for the function on the interval [-3,4]

Answer 1

Answer. Third option: 0

Solution

On the interval [-3,4] the function is always over the x-axis, and the minimum value of the function is it is over the x-axis, where the function (f(x)=y=0)

Answer 2

Answer:

The correct answer option is 0.

Step-by-step explanation:

At the given interval (-3, 4), the minimum value of the function is 0.

We can determine this by pointing to a value of -3 on x-axis on the given graph of the function and then pointing to a value of 4 against the value of x-axis.

We can observe that the graph does not pass through this point (-3, 4), therefore the minimum value for the function on the interval (-3, 4) is 0.