**Unformatted text preview: **Calculus II: Quiz #1 Name: (W Closed Book and Notes. Date: January 23, 2015
N0 calculators allowed. Show all necessary work.
(3 pts.) 1. Determine (f )’(4) for the function f (m) = 1:3 +9: + 2. [PH (Ag ”(23; rmu/o 5 f):
( 7d a ) f 7/7; PM
[FL Wm 7gog=y £0 flax): / “WI-K5); 3x244 WMAJLM (f4 (17,); ~{' -= J, ‘/
{I )
If N‘t , a. A w—um-------~Hnw-‘-—.-‘M,... , ---———-'——~-——w..~-.._ .,, -—.+__ .7
0 ft .)
(5 pts.) 2. Consider the function f (a) ~—- $2.245”. Determine all the critical numbers of f (2:) and for each critical
number determine whether f has a local min, local max, or neither at that critical number.
I -3>< *3»?
the: 76-6 (-2) + e r” (W
—3>c
: X6 (~2k {—3) (NHL)
/
780010 MM 9620 ,E‘2 67L£2.J4oow6wz M
,. - .2 I i 1
('fﬂrbm; ”hit/(fl X“) "f X"" (f) 3 J36?” (Dw/ )4 //’m fdjng n 2/.
.1" < E 746' {/ﬂ’ﬁ 6&4IV4'14W 464/ lC/ jot/j d. I/(ﬂcoj’h’b’td a]! X53 (WE) 'f‘ﬁc) /KM 4 Area-(0 mew a/ X: Z
(2 pts.) 3. Find the exact solution of the equation
2317—4 = 5 CZ) .
)0 X: .L {6M5
an M23 U pm) 3 (a; ”1) (350405013: 4x31 /:9’I Qypmmw K: 3:1 (1,sz (HMO) (2) 3x -L/ : 26:43)
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- Spring '16
- David Schmitz
- Calculus, Critical Point, Graph of a function, local min, necessary work, FL Wm, M23 U pm