T
r
a
ns
f
orm
a
t
i
ons
,
C
on
g
ru
e
n
ce
&
Si
m
ila
r
i
ty
—
P
r
ac
t
ice Se
t
(
100
Q
u
e
st
i
ons
,
M
u
l
t
i
p
le Ch
o
ice
)
EOC
-sty
le
pr
ac
t
ice
.
A
nsw
e
r
ke
y
prov
ided i
n
a
s
e
p
a
r
a
t
e d
o
c
um
e
nt.
1
.
P
o
i
nt
(-
7
,
-
1
)
i
s
tr
a
ns
la
t
ed
us
i
n
g
(
x
,
y
)
→
(
x
+
5
,
y
-
3
).
Fi
n
d
t
he i
m
age
.
A
)
(-
2
,
2
)
B
)
(-
12
,
2
)
C
)
(-
10
,
4
)
D
)
(-
2
,
-
4
)
2
.
Re
fl
ec
t
t
he
po
i
nt
(
8
,
4
)
ov
e
r
t
he
x
-
a
x
i
s
.
Fi
n
d
t
he i
m
age
.
A
)
(
8
,
4
)
B
)
(
8
,
-
4
)
C
)
(-
8
,
-
4
)
D
)
(-
4
,
-
8
)
3
.
R
ot
a
t
e
t
he
po
i
nt
(-
7
,
-
5
)
270
°
c
ount
e
r
cl
o
ck
w
i
s
e ab
out
t
he
or
igi
n
.
Fi
n
d
t
he i
m
age
.
A
)
(-
7
,
5
)
B
)
(-
5
,
-
7
)
C
)
(-
5
,
7
)
D
)
(
7
,
-
5
)
4
.
A
po
i
nt
(-
2
,
-
6
)
i
s
r
e
fl
ec
t
ed
ov
e
r
t
he
x
-
a
x
i
s
,
t
he
n
tr
a
ns
la
t
ed
us
i
n
g
(
x
,
y
)
→
(
x
+
4
,
y
+
5
).
Fi
n
d
t
he
fin
al i
m
age
.
A
)
(-
6
,
1
)
B
)
(
2
,
11
)
C
)
(
2
,
-
1
)
D
)
(
2
,
-
11
)
5
.
Which c
on
g
ru
e
n
ce
s
h
ort
c
ut
a
pp
lie
s
w
he
n
:
T
wo
p
ai
rs
o
f
s
ide
s
a
n
d
t
he i
n
cl
u
ded a
n
gle
be
tw
ee
n
t
he
m
a
r
e c
on
g
ru
e
nt
?
A
)
HL
B
)
SSS
C
)
SAS
D
)
ASA
6
.
A
stu
de
nt
k
nows
two
p
ai
rs
o
f
s
ide
s
a
n
d a
non
-
i
n
cl
u
ded a
n
gle a
r
e c
on
g
ru
e
nt
be
tw
ee
n
two
tr
ia
n
gle
s
(
SSA
).
Ca
n
t
he
y
c
on
cl
u
de
t
he
tr
ia
n
gle
s
a
r
e c
on
g
ru
e
nt
?
A
)
Ye
s
,
t
hi
s
i
s
e
qu
i
v
ale
nt
to
SAS
B
)
Ye
s
,
a
ny
t
h
r
ee
m
a
t
chi
n
g
p
a
rts
prov
e c
on
g
ru
e
n
ce
C
)
Ye
s
,
t
hi
s
i
s
e
qu
i
v
ale
nt
to
ASA
D
)
N
o
,
SSA d
o
e
s
not
prov
e c
on
g
ru
e
n
ce
7
.
Which
s
i
m
ila
r
i
ty
s
h
ort
c
ut
a
pp
lie
s
w
he
n
:
All
t
h
r
ee
p
ai
rs
o
f c
orr
e
spon
di
n
g
s
ide
s
a
r
e
proport
i
on
al
?
A
)
AA
B
)
SSS
~
C
)
ASA
D
)
SAS
~
8
.
A
po
i
nt
(
6
,
5
)
i
s
dila
t
ed f
rom
t
he
or
igi
n
w
i
t
h a
s
cale fac
tor
o
f
2
.
Fi
n
d
t
he i
m
age
.
A
)
(
12
,
5
)
B
)
(
12
,
10
)
C
)
(
8
,
7
)
D
)
(
3
,
2
.
5
)
9
.
A
fi
g
ur
e i
s
dila
t
ed
w
i
t
h a
s
cale fac
tor
o
f
4
.
I
s
t
hi
s
a
n
e
n
la
r
ge
m
e
nt
or
a
r
ed
u
c
t
i
on
?
A
)
r
e
fl
ec
t
i
on
B
)
r
ed
u
c
t
i
on
C
)
e
n
la
r
ge
m
e
nt
D
)
no
cha
n
ge
10
.
T
wo
s
i
m
ila
r
fi
g
ur
e
s
ha
v
e a
s
cale fac
tor
o
f
3
:
4
.
A
s
ide
on
t
he
sm
alle
r
fi
g
ur
e i
s
18
.
Fi
n
d
t
he
c
orr
e
spon
di
n
g
s
ide
on
t
he la
r
ge
r
fi
g
ur
e
.
A
)
48
B
)
22
C
)
24
D
)
18
11
.
T
wo
s
i
m
ila
r
fi
g
ur
e
s
ha
v
e a
s
cale fac
tor
o
f
5
:
1
.
If
t
he
p
e
r
i
m
e
t
e
r
o
f
t
he
sm
alle
r
fi
g
ur
e i
s
8
,
fin
d
t
he
p
e
r
i
m
e
t
e
r
o
f
t
he la
r
ge
r
fi
g
ur
e
.
A
)
13
B
)
200
C
)
40
D
)
32
12
.
P
o
i
nt
(-
1
,
-
3
)
i
s
tr
a
ns
la
t
ed
us
i
n
g
(
x
,
y
)
→
(
x
+
5
,
y
+
4
).
Fi
n
d
t
he i
m
age
.
A
)
(
4
,
-
7
)
B
)
(-
6
,
-
7
)
C
)
(
3
,
2
)
D
)
(
4
,
1
)
13
.
Re
fl
ec
t
t
he
po
i
nt
(-
8
,
-
5
)
ov
e
r
t
he
y
-
a
x
i
s
.
Fi
n
d
t
he i
m
age
.
A
)
(-
8
,
-
5
)
B
)
(
5
,
8
)
C
)
(
8
,
-
5
)
D
)
(
8
,
5
)
14
.
R
ot
a
t
e
t
he
po
i
nt
(-
2
,
-
8
)
270
°
c
ount
e
r
cl
o
ck
w
i
s
e ab
out
t
he
or
igi
n
.
Fi
n
d
t
he i
m
age
.
A
)
(-
2
,
8
)
B
)
(
2
,
-
8
)
C
)
(-
8
,
-
2
)
D
)
(-
8
,
2
)
15
.
A
po
i
nt
(-
5
,
-
2
)
i
s
r
e
fl
ec
t
ed
ov
e
r
t
he
x
-
a
x
i
s
,
t
he
n
tr
a
ns
la
t
ed
us
i
n
g
(
x
,
y
)
→
(
x
-
2
,
y
+
3
).
Fi
n
d
t
he
fin
al i
m
age
.
A
)
(-
7
,
5
)
B
)
(-
7
,
-
5
)
C
)
(-
3
,
-
1
)
D
)
(-
7
,
1
)
16
.
Which c
on
g
ru
e
n
ce
s
h
ort
c
ut
a
pp
lie
s
w
he
n
:
All
t
h
r
ee
p
ai
rs
o
f c
orr
e
spon
di
n
g
s
ide
s
a
r
e
c
on
g
ru
e
nt
?
A
)
SAS
B
)
SSS
C
)
AAS
D
)
HL
17
.
A
stu
de
nt
k
nows
two
p
ai
rs
o
f
s
ide
s
a
n
d a
non
-
i
n
cl
u
ded a
n
gle a
r
e c
on
g
ru
e
nt
be
tw
ee
n
two
tr
ia
n
gle
s
(
SSA
).
Ca
n
t
he
y
c
on
cl
u
de
t
he
tr
ia
n
gle
s
a
r
e c
on
g
ru
e
nt
?
A
)
Ye
s
,
a
ny
t
h
r
ee
m
a
t
chi
n
g
p
a
rts
prov
e c
on
g
ru
e
n
ce
B
)
Ye
s
,
t
hi
s
i
s
e
qu
i
v
ale
nt
to
ASA
C
)
Ye
s
,
t
hi
s
i
s
e
qu
i
v
ale
nt
to
SAS
D
)
N
o
,
SSA d
o
e
s
not
prov
e c
on
g
ru
e
n
ce
18
.
Which
s
i
m
ila
r
i
ty
s
h
ort
c
ut
a
pp
lie
s
w
he
n
:
T
wo
p
ai
rs
o
f c
orr
e
spon
di
n
g a
n
gle
s
a
r
e
c
on
g
ru
e
nt
?
A
)
AA
B
)
ASA
End of Document
324
