1. Find the smallest value in the domain of the
function f(x) =.png”>.
a.
2
e.
â2
b.
.png”>
f.
1
c.
5
g.
0
d.
.png”>
h.
â5
2. Find the smallest value in the range of the
function f(x) = 3×2+ 24x+ 40.
a.
.png”>
e.
.png”>
b.
.png”>
f.
.png”>
c.
.png”>
g.
.png”>
d.
.png”>
h.
.png”>
3. The range of the function f(x)
=.png”>is a closed
interval [a; b]. Find its length b â a.
a.
1
e.
5
b.
2
f.
6
c.
3
g.
7
d.
4
h.
9
4. Find the smallest value in the range of the
function f(x) =.png”>.
a.
2
e.
.png”>
b.
3
f.
.png”>
c.
5
g.
0
d.
.png”>
h.
1
5. Find the largest value in the domain of the
function.png”>.
a.
.png”>
e.
.png”>
b.
.png”>
f.
.png”>
c.
0
g.
3
d.
2
h.
No largest value
6. Find the range of the function.png”>.
a.
[0,Â¥)
e.
[4,Â¥)
b.
(âÂ¥, 2]
f.
(âÂ¥, 4]
c.
[â4,Â¥)
g.
[2,Â¥)
d.
(âÂ¥, 0]
h.
(âÂ¥,â4]
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