Title: Blank Jeopardy
1Domain Range
Graphs
Equations
Variation
Sequences
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2Find domain and range for
3Dall reals Rall reals
4Find D R (1,0), (4,9), (2,8), (11, 1)
5D1, 2, 4, 11 R 0,1,8,9
6Find D R
7D -3x 3 R0 y 4
8Find D R
9D 0 x R y 0
10Find D R
11D -2 x R All reals
12Is this a graph of a direct or an inverse
variation?
13DIRECT
14Which is a function of this graph?
15 b
16 If y-½x2 , Does y open up or down?
17down
18Which is a graph of the following
19b
20Sketch a graph of y 5x2
21(No Transcript)
22Solve. 84 4x 12
2318
24Solve 7(x-4) 3x 6 x
25X3.778
26DAILYDOUBLE!!
27 You win the lottery. You put ¼ in your savings
account. You give 1/6 to charity. You put 1/3
towards rent. The rest, 80, you spend on a
concert. How much money did you win?
28320
29Solve. 6x5(2x-5) -12
30X 0.8125
31Y kx4 If y 80 when x5, what does k equal?
320.128
33Translate T varies directly as the square of n
34Tkn2
35Translate P varies inversely with the cube of z
36P k z3
37DAILYDOUBLE!!
38If r varies inversely as the square of p, and
r12 when p5, then what is r when p6?
39P 8.333
40Translate m varies inversely with p and directly
with the fourth power of y
41m ky4 p
42Translate r varies jointly with the square of t
and the cube of s and inversely with p
43R k t2s3 p
44 Find the first three terms represented by tn3n
453, 6, 9
46Find the thirtieth term of tn76n
47187
48Find the first three terms of the
sequence t16 tn tn-14
496, 10, 14
50Find the fourth term of t1 -2 tn
2tn-13
515
52Find the fourth, fifth, and sixth terms of the
sequence tn5n-3
5317, 22, 27
54(No Transcript)