chapter 11

ARITHMETICMEANS
ARITHMETICSERIES
ARITHMETICSQUENCE
COMMONDIFFERENCE
COMMONRATIO
CONVERGENTSERIES
DIVERGENTSERIES
FINITESEQUENCE
GEOMETICSERIES
GEOMETRICSEQUENCE
INDUCTIONHYPOTHESIS
INFINITESQUENCE
ITERATION
MATHEMATICALINDUCTIO
PARTIALSUM
RECURSIVESEQUENCE
SEQUENCE
SERIES

sequence,finitesequence,infinitesequence,arithmeticsequence,commondifference,geometricsequence,commonratio,arithmeticmean,series,arithmeticseries,partialsum,geometricseries,convergentseries,divergentseries,re

Try to find all 18 words on this board.

E S T C O N V E R G E N T S E R I E S X
C K G V X Q I J L P L D M E P O F M H S
N J J Y M K N Z A H C E X C U T I X Q N
E B Z B K O K Z Y G Y O F N Z M D L P A
U A W R E C U R S I V E S E Q U E N C E
Q G E O M E T R I C S E Q U E N C E T M
S S J Q I F I N I T E S E Q U E N C E C
E O B N A E T A S E I R E S Q T X F E I
T Z Z O I T A R N O M M O C X B H S C T
I C Y K C D S C E T W H S I L Q W D N E
N Q I T I D P Q S N Y S F T N P P A E M
I C O M M O N D I F F E R E N C E S U H
F D I S E I R E S C I T E M O E G W Q T
N K U Q F A A K N H E L Z H V D H D E I
I N D U C T I O N H Y P O T H E S I S R
R Q U U H N O I T A R E T I Z F E L L A
M U S L A I T R A P A B R R L B D J C U
O I T C U D N I L A C I T A M E H T A M
G D B S E I R E S C I T E M H T I R A S
B J D I V E R G E N T S E R I E S C N N
Brought to you by WordSearchFun.com



Answer Key for chapter 11

X
Y
1234567891011121314151617181920
1E # # C O N V E R G E N T S E R I E S #
2C # # # # # # # # # # # # E # # # # # S
3N # # # # # # # # # # # # C # # # # # N
4E # # # # # # # # # # # # N # # # # # A
5U # # R E C U R S I V E S E Q U E N C E
6Q G E O M E T R I C S E Q U E N C E # M
7S # # # # F I N I T E S E Q U E N C E C
8E # # # # # # # S E I R E S # # # # E I
9T # # O I T A R N O M M O C # # # # C T
10I # # # # # # # # # # # # I # # # # N E
11N # # # # # # # # # # # # T # # # # E M
12I C O M M O N D I F F E R E N C E # U H
13F # # S E I R E S C I T E M O E G # Q T
14N # # # # # # # # # # # # H # # # # E I
15I N D U C T I O N H Y P O T H E S I S R
16# # # # # N O I T A R E T I # # # # # A
17M U S L A I T R A P # # # R # # # # # #
18O I T C U D N I L A C I T A M E H T A M
19# # # S E I R E S C I T E M H T I R A #
20# # D I V E R G E N T S E R I E S # # #
Word X Y Direction
ARITHMETICMEANS  2016n
ARITHMETICSERIES  1919w
ARITHMETICSQUENCE  1418n
COMMONDIFFERENCE  212e
COMMONRATIO  149w
CONVERGENTSERIES  41e
DIVERGENTSERIES  320e
FINITESEQUENCE  67e
GEOMETICSERIES  1713w
GEOMETRICSEQUENCE  36e
INDUCTIONHYPOTHESIS  115e
INFINITESQUENCE  115n
ITERATION  1416w
MATHEMATICALINDUCTIO  1018w
PARTIALSUM  1017w
RECURSIVESEQUENCE  45e
SEQUENCE  1915n
SERIES  148w