A. lim x? + 3 x -0 B. lim (2x + 5) x -2 C. lim (2x + x2) (2х + x-2

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter2: Solving Equations
Section2.6: Solving Equations Using Multiplication Or Division
Problem 47E
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Question
PLEASE ANSWER ALL OF THEM PLEASE
А
Y
E J
B V
T
F
M
N
Z
H
G
a
R
W C
K
PQ
b
D
L
N
Transcribed Image Text:А Y E J B V T F M N Z H G a R W C K PQ b D L N
General Instructions: 1
sta
0<Gיומוסןופ
sc
xt
ALL final answers should be written in blue or black ink only.
Strictly NO ERASURE of any kind or change in answer, NO superimposition on final answers.
SUDOKU PUZZLE WITH LIMITS
Write your answer on the blank Sudoku puZzle. Do not forget to write your name on the answer
sheet.
Solve the 28 limit problems below and place the answer in the corresponding cell
(labeled A, B, C, ... Y, Z, a, b). Your answers should be integers from 1 to 9 inclusive.
**Challenge yourself by answering the SUDOKU puzzle
A. lim x² + 3
x +0
x²-4
О. lim
x →2 x-2
x2+6x-7
B. lim (2x + 5)
x -2
P. lim
x-1
C. lim (2x + x²)
x -2
Q. lim ()
x+2
16(V1+x-1)
D. lim
R. lim
X-3 x-2
E. lim 9
S. lim cos X
x -0
x+7
-4 (x² –11x+28)
2x2 +7x+5
F.lim
x +4
T. lim
х2-4х
x--1
x+1
2x3-54
G. lim 2 tan
U. lim
x+3
x2 -9
x2– 4
14
Н. lim
x--2 x2+ 4
(2+h)2 – 22
V. lim 2*
x-2
2х-2
I. lim
h -0
W. lim
x -1 Vx2+3 -2
4- x²
J. lim
x-2 3- Vx²+5
(2x² +4x+5)
Х. lim (3x - 2)
x2-7x+12
К. lim
Y. lim
x+1
x4
x-4
2x2+2x-4
L. lim v25 – x²
Z. lim
x+1
x+4
x-1
M. lim 12 sin -)
а. lim
x -9
N. lim – ()
-x2 +7x -12
b. lim
х-3
Transcribed Image Text:General Instructions: 1 sta 0<Gיומוסןופ sc xt ALL final answers should be written in blue or black ink only. Strictly NO ERASURE of any kind or change in answer, NO superimposition on final answers. SUDOKU PUZZLE WITH LIMITS Write your answer on the blank Sudoku puZzle. Do not forget to write your name on the answer sheet. Solve the 28 limit problems below and place the answer in the corresponding cell (labeled A, B, C, ... Y, Z, a, b). Your answers should be integers from 1 to 9 inclusive. **Challenge yourself by answering the SUDOKU puzzle A. lim x² + 3 x +0 x²-4 О. lim x →2 x-2 x2+6x-7 B. lim (2x + 5) x -2 P. lim x-1 C. lim (2x + x²) x -2 Q. lim () x+2 16(V1+x-1) D. lim R. lim X-3 x-2 E. lim 9 S. lim cos X x -0 x+7 -4 (x² –11x+28) 2x2 +7x+5 F.lim x +4 T. lim х2-4х x--1 x+1 2x3-54 G. lim 2 tan U. lim x+3 x2 -9 x2– 4 14 Н. lim x--2 x2+ 4 (2+h)2 – 22 V. lim 2* x-2 2х-2 I. lim h -0 W. lim x -1 Vx2+3 -2 4- x² J. lim x-2 3- Vx²+5 (2x² +4x+5) Х. lim (3x - 2) x2-7x+12 К. lim Y. lim x+1 x4 x-4 2x2+2x-4 L. lim v25 – x² Z. lim x+1 x+4 x-1 M. lim 12 sin -) а. lim x -9 N. lim – () -x2 +7x -12 b. lim х-3
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