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.

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



Answer Key for chapter 11

X
Y
1234567891011121314151617181920
1# M # # # # # # # # # # # # # # # # # #
2# A R I T H M E T I C S Q U E N C E # #
3# T # # # # # # # # # # # # # # # # # #
4# H # # # # # # # # # # # # # # # # # #
5G E O M E T R I C S E Q U E N C E # # #
6E M C O M M O N R A T I O # # # # # # #
7O A R I T H M E T I C S E R I E S # # #
8M T # E C N E U Q E S E V I S R U C E R
9E I N D U C T I O N H Y P O T H E S I S
10T C O N V E R G E N T S E R I E S E T E
11I A R I T H M E T I C M E A N S # Q E R
12C L # # # # # # # # # # # # # # # U R I
13S I N F I N I T E S Q U E N C E # E A E
14E N # # # # # # # # # # # # # # # N T S
15R D I V E R G E N T S E R I E S # C I #
16I U # # # # # # # # # # # # # # # E O #
17E C O M M O N D I F F E R E N C E # N #
18S T # # E C N E U Q E S E T I N I F # #
19# I # # # # # M U S L A I T R A P # # #
20# O # # # # # # # # # # # # # # # # # #
Word X Y Direction
ARITHMETICMEANS  211e
ARITHMETICSERIES  27e
ARITHMETICSQUENCE  22e
COMMONDIFFERENCE  217e
COMMONRATIO  36e
CONVERGENTSERIES  210e
DIVERGENTSERIES  215e
FINITESEQUENCE  1818w
GEOMETICSERIES  15s
GEOMETRICSEQUENCE  25e
INDUCTIONHYPOTHESIS  29e
INFINITESQUENCE  213e
ITERATION  199s
MATHEMATICALINDUCTIO  211s
PARTIALSUM  1719w
RECURSIVESEQUENCE  208w
SEQUENCE  189s
SERIES  209s