Standard Form
Solving
Simplifying
Circles & Logs
Randomness
100
Write equation in standard form C (0,5) r=2
x^2+(y-5)^2=4
100
log(5)x=0
x=1
100
What is What is 4^2 x 4^3
1024
100
Find center and radius. x^2 + y^2 +4y= 12
c: (0,-2) r:4
100
Simplify. 9e^6x/ 3e^2x
3e^2x
200
Write in standard form. C: (-1,-4 ) r: 5
(x+1)^2 + (y+4)^2=25
200
(x+12)3/2-15=12
x=(-3)
200
1/2^-5
32
200
Write in log form 10^-1=.1
log(10).1= -1
200
Find the distance between the given points. (-8,1) & (3,-4)
d= sqR.of 146
300
What is the standard form of a circle?
(x-h)^2+(y-k)^2=r^2
300
log(4)x+8 > 11 _
x=64 (64, + infinity)
300
What is cubert(64x^4)
4x*cubert(x)
300
Identify Radius & center. x^2+y^2=49
r:7 , center (0,0)
300
Determine if the function is linear, quadratic, or exponential. (a) y=3^x +2 (b) y=1/2x^2-3
(a) exp. (b) quad.
400
C:(-2,0) r: 3
(x+2)^2+y^2=9
400
log(10)-log(2)
.6990
400
2e^-3 * 6e^5
12e^2
400
What is the definition of a circle?
Set of points that are at equal distance from the center.
400
Find the midpoint of segments A & B. A: (0,-1) B: (-14,-1)
(-7,-1)
500
Write equation C:(3,-1) point on circle (-5,7)
(x-3)^2+(y+1)^2=128
500
5x^4=405
x=+3 _
500
3e^5 *4e^-2
12e^3
500
Write as a single logarithm. 4log(x)a+log(x)b-13log(x)b+2log(x)c
log(x)a^4 b/ b^3 c^2= log(x) a^4/ b^2 c^2
500
Find the distance between the set of points. (0,4) (8,-2)
d=10
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