Walden University Trigonometry Equations Questions

Please write neatly Show all work DRAW OUT GRAPHS

See attached questions before you bid. Simple algebra

MITUSMECHENTAIMTC4E MYXO TODODESMT y/dezalls
ко
Open with
6. If f(x) = {x,g(x) = 4x – 1, and h(x) = 2x + 3, FIND: Hl9(f(x))) and h(g(f(4)).
7. Determine whether the graph of x² + y = 7 has symmetry in the x axis, y axis, the line y = x, and
the origin
DETERMINE IF THE FOLLOWING FUNCTIONS HAVE INVERSES. IF THEY DO, FIND THE
EQUATIONS OF THE INVERSES. IF IT HAS AN INVERSE, GRAPH THE INVERSE. SHOW ALL
YOUR WORK. IF YOU ARE GRAPHING, USE X VALUES OF -2,-1,0, 1, AND 2
8. y = 3×3 + 2
9. y = 3x
Page
2 | 3
@ +
V
)
ור
Open with
14. If f(-1) = 2 and f(4) = -3, find
A. f(f(-3))
B. f'(f(-1))
I
2.2.11.C.2.4.11.B, 2.8.11.BDEF
Page
@ +
MTU5MZOK MTAIMTQ4/a/MjYxOTOOODE5MTly details
Open with
K Open with
DETERMINE IF THE FOLLOWING FUNCTIONS HAVE INVERSES. IF THEY DO, FIND THE
EQUATIONS OF THE INVERSES. IF IT HAS AN INVERSE, GRAPH THE INVERSE. SHOW ALL
YOUR WORK. IF YOU ARE GRAPHING, USE X VALUES OF -2,-1,0, 1, AND 2.
8. y = 3×3 + 2
9. y = 3x?
t
Y
@ +
Page 2 / 3
NARE
Open with
DETERMINE IF THE FOLLOWING ARE GRAPHS OF FUNCTIONS AND EXPLAIN WHY OR WHY NOT.
1.
(-13)
2.
(ہی)
(02) |
A
7
(4,0)
(4,0
(1.-1)
(4-2)
0-2)
LIST THE DOMAIN AND RANGE OF THE ABOVE RELATIONS IN PROBLEMS # 1-2,
3.
4
5. If f(x) = 2x² + 1 and g(x) = 7x – 3, FIND: f+9. f -g, and f.g.
Page
1 / 3
@ +
+
com MTU5MZOWMTAIMTQ4/a/MJYXOTODODE5MTly details
Open with
GRAPH THE FOLLOWING FUNCTIONS SEPARATELY.
10. y = – 4+1
11. y = -3|x + 4-3
12. y = 3×3 + 3
13. y = (-x – 1)2 + 1
Page 3 / 3
+