Use the intermediate value theorem to make statements about a function Calculus

Here are some values of a function f, that is known to be continuous.

x	f(x)
-2	2
1	-1
3	-1
4	5

Statement: "f has exactly one x-intercept".

Here are some values of a function f, that is known to be continuous.

x	f(x)
2	-2
3	-2
4	1
5	-4
6	-3
7	5

Statement: "f has at least two x-intercepts on the domain 3 \leq x \leq 5 "

Here are some values of a function f, that is known to be continuous.

x	f(x)
-1	1
0	1
1	-1
4	7
6	7
7	-2

Statement: "f has exactly two x-intercept".

Here are some values of a function f, that is known to be continuous.

x	f(x)
-3	9
0	7
2	9
5	-4
6	-3
8	-4

Statement: "f has at least one x-intercept."

Here are some values of a function f, that is known to be continuous.

x	f(x)
-1	1
1	-1
3	3
5	4
8	3
13	2
14	-2

Statement: "f has no more than two x-intercepts."

Here are some values of a function f, that is known to be continuous.

x	f(x)
-3	-4
3	-2
4	2
5	8
8	-2

Statement: "f has no x-intercepts on the domain -3 \leq x \leq 4. "

Here are some values of a function f, that is known to be continuous.

x	f(x)
-10	4
-4	-2
-3	-2
-1	-5
4	3
5	3
7	6

Statement: "f has less than two x-intercepts."