K The graph below shows the profit P from the daily production of x thousand kilograms of an industrial disinfectant. Use the graph to complete parts a through f to the right. 465 2 F2 #3 80 F3 AP(x) 2000- 1500- 1000- $ 500- ol (...) 000 000 F4 (10, 1400) First shift, OCT 4 56 10 15 # of units (1000s of kilos) % Second shift 5 (10, 1000) ! F5 20 A 6 Q ♫A S MacBook Air F6 & 7 ◄◄ F7 * 00 a. Find lim P(x). Select the correct choice below and, if necessary, fill in the answer box X-6 within your choice. G W 8 OA. lim P(x)= x→6 OB. lim P(x)= X-6 (Round to the nearest hundred as needed.) OC. The limit lim P(x) does not exist because the one-sided limits are not equal. x→6 DII F8 . ( 9 X (limit does not exist) . DD F9 O . ) 0 . F10 - (4) F11 + 11 = NA F12 delete

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter2: Graphical And Tabular Analysis
Section2.6: Optimization
Problem 24E
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Question
K
The graph below shows the profit P from the daily production of x thousand kilograms of an
industrial disinfectant. Use the graph to complete parts a through f to the right.
465
2
F2
#3
80
F3
4
AP(x)
2000-
1500-
$
1000-
500-
ol
C
000
000
F4
(10, 1400)
First shift,
OCT
4
56
10
15
# of units (1000s of kilos)
%
Second shift
5
(10, 1000)
!
F5
20
6
Q
Q
♫A
O
MacBook Air
F6
&
7
◄◄
F7
* 00
a. Find lim P(x). Select the correct choice below and, if necessary, fill in the answer box
X-6
within your choice.
8
G W
OA. lim P(x)=
x→6
OB. lim P(x) =
X-6
(Round to the nearest hundred as needed.)
OC. The limit lim P(x) does not exist because the one-sided limits are not equal.
x→6
DII
F8
.
(
9
X
(limit does not exist)
.
F9
O
.
)
O
.
F10
-
(4)
F11
1
+ 11
=
AN
F12
delete
Transcribed Image Text:K The graph below shows the profit P from the daily production of x thousand kilograms of an industrial disinfectant. Use the graph to complete parts a through f to the right. 465 2 F2 #3 80 F3 4 AP(x) 2000- 1500- $ 1000- 500- ol C 000 000 F4 (10, 1400) First shift, OCT 4 56 10 15 # of units (1000s of kilos) % Second shift 5 (10, 1000) ! F5 20 6 Q Q ♫A O MacBook Air F6 & 7 ◄◄ F7 * 00 a. Find lim P(x). Select the correct choice below and, if necessary, fill in the answer box X-6 within your choice. 8 G W OA. lim P(x)= x→6 OB. lim P(x) = X-6 (Round to the nearest hundred as needed.) OC. The limit lim P(x) does not exist because the one-sided limits are not equal. x→6 DII F8 . ( 9 X (limit does not exist) . F9 O . ) O . F10 - (4) F11 1 + 11 = AN F12 delete
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