Sharp EL-9650 - Page 135

125
GRAPHING FUNCTIONS
1) Y=AX
2
2) Y=X
2
3) Y=3X
2
4) Y=1/2 X
2
5) Y=-2X
2
1) Y=AX
2
+B
2) Y=X
2
+1
3) Y=2X
2
–1
4) Y=-X
2
+1
5) Y=-2X
2
–1
1) Y=A(X–H)
2
+K
2) Y=2(X–1)
2
+2
3) Y=-2(X–1)
2
+2
4) Y=(X+2)
2
–1
5) Y=-(X+2)
2
–1
1) Y=AX
2
+BX+C
1) Y=B
X
1) Y=logX
1) Y=Alog (X–H)+K
1) Y=AIn (X–H)+K
1) Y=Asin (BX–H)+K
2) Y=2sin (-2X+π)+2
3) Y=1/2sin (X–π/2)–1
4) Y=-2sin (-2X+π)+2
5) Y=–1/2sin (X–π/2)–1
6) Y=sin (2X+π/2)+1
7) Y=sin (2X–π/2)+1
1) Y=Acos (BX–H)+K
2) Y=2cos (–2X+π)+2
3) Y=1/2cos (X–π/2)–1
4) Y=–2cos (–2X+π)+2
5) Y=–1/2cos (X–π/2)–1
6) Y=1/2cos (2X+π/2)+1
7) Y=1/2cos (2X–π/2)+1
1) Y=Atan (BX–H)+K
1) Y=Asec (BX–H)+K
1) Y=Acsc (BX–H)+K
1) Y=Acot (BX–H)+K
1) Y=AX
3
+BX
2
+CX+D
1) Y=A(X–H)
3
+K
1) Y=A/X
2) Y=1/X
3) Y=–1/X
1) Y=A/(X–H)+K
1) Y=(AX+B)/(CX+D)
1) Y=A/(X–H)
2
+K
1) Y=A
√
BX
1) Y=A
√
(BX–H)
1) Y=A
√
(BX–H)+K
1) Y=
A
√
BX
1) Y=A|X–H|+K
A) Y=AX
2
B) Y=AX
2
+B
C) Y=A(X–H)
2
+K
D) Y=AX
2
+BX+C
A) Y=B
X
A) Y=logX
B) Y=Alog (X–H)+K
C) Y=AIn (X–H)+K
A) Y=Asin (BX–H)+K
B) Y=Acos (BX–H)+K
C) Y=Atan (BX–H)+K
D) Y=Asec (BX–H)+K
E) Y=Acsc (BX–H)+K
F) Y=Acot (BX–H)+K
A) Y=AX
3
+BX
2
+CX+D
B) Y=A(X–H)
3
+K
A) Y=A/X
B) Y=A/(X–H)+K
C) Y=(AX+B)/(CX+D)
D) Y=A/(X–H)
2
+K
A) Y=A
√
BX
B) Y=A
√
(BX–H)
C) Y=A
√
(BX–H)+K
D) Y=
A
√
BX
A) Y=A|X–H|+K
X
2
B
X
LOG
TRIG
X
3
√ X
|X|
1
X
RAPID
GRAPH
EL-9650-(04)En (079-134) 8/7/00, 9:08 PM125