The Set of 1st elements
Domain
[(-2,-4), (0,0),(1,2),(3,6)]
Y=2x
List the domain
[(6,10), (-9,14), (4,2), (-9,8)]
6,-9,4,-9
Direct or inverse
_X_ __y__
1 7
2 14
3 21
4 28
Direct
Is the sequence arithmetic
3,7,11,15
Yes
Special Type of relation
function
[(-2,3),(0,5),(2,7),(3,8)]
y=x+5
List the Domain
(1.3,3.7), (1.4,3.7), (1.5,3.7), (1.6, 3.7)]
1.3,1.4,1.5,1.6
Direct or inverse
__X_ ___Y__
2 72
4 36
8 18
12 12
Inverse
Is the sequence arithmetic. if so, what's the common difference.
6,2,-2,-6,-10
Yes
-4
The ratio of variables is a nonzero constant
direct variation
[(-4,2), (-2,1),(0,0),(2,-1),(4,-2)]
y=-1/2x
List range; complete mapping diagram
[(-5,1), (-5,2), (2,8), (5,6)]
1,-5,2,5
Direct or inverse; what is the common variation
_x__ __y__
1 6
2 12
3 18
4 24
Direct
Common-6
Use a table and list to represent the first 4 terms in a sequence. where a= -4 and d=3
Ordered pairs
(1,-4)
(2,-1)
(3,2)
(4,5)
An equation that pairs each member of the domain with the range
The function Rule
[(-8,-5),(-4,-1),(-3,0),(2,5),(4,7)]
y=x+3
Complete mapping diagram; state whether its a function
[(-6,-5), (-3,4), (1,7), (4,-3)]
yes its a function
Direct or inverse; what is the common variation
_x__ __y__
2 9
3 6
6 3
9 2
Inverse
Common-18
Using the equation a(n)=a(1)+(n-1)d
find the 30th term
3,8,13,18
30th term = 148
The difference between any two consecutive terms
arithmetic sequence
[(-2,8),(-1,4),(0,0),(1,-4),(5,-20)
y=-4x
[(-2,-6),(-1,-3),(0,0),(1,3),(2,6)}
y=3x
Direct or inverse; common variation; function rule
__x_ __y_
2 5
3 10/3
4 2.5
5 2
Inverse
common- 10
y=10/x
Using the equation a(n)=a(1)+(n-1)d
find the 38th term
9,1,-7
38th=-287