Simplify: (√ 7 + √ 2)(9√7 - 5√ 2)
53 + 4√ 14
Dimensions of matrix:
| 26 2 4 |
| 9 10 22 |
2 x 3
Find the first five terms, given:
a1 = 5 ; an = an-1 + 9
{5, 14, 23, 32, 41}
Probability of choosing a two digit number or a prime number from the month of August.
26/31
C. What is the Mean Absolute Deviation of:
{100, 48, 24, 37, 26, 16, 19, 52}
11.96
Solve: √(2x+3) = 3
x=3
Find m3,2
| 7 3 -7 |
| 16 7 4 |
| 1 -8 -2|
| -12 5 10|
-8
C. Find first five terms given:
an = 12(n-6)
{-60, -48, -36, -24, -12}
A number 1-30 is selected, & a letter from the word TARGET. Probability of choosing a perfect square then the letter T.
1/18
C. Find the z-score if Dawson’s score is 25, the mean of the class is 96 with a standard deviation of 36.
-1.97
C. Simplify:
(√ 729)1/3
3
C. Evaluate 3A+B
A= | 9 7 | B= | -10 3 |
| 10 -3 | | 12 -12|
| 17 24 |
| 42 -21|
C. Write a rule for the sequence: {18, 15, 12, 9, 6…}
an = -3n + 21
C. A box containing 14 blue, 4 orange, 6 yellow, and 8 red marbles. What is the probability of choosing two reds if you don’t replace them.
7/124
What are the %’s under the normal curve using the Empirical Rule.
.15, 2.35, 13.5, 34, 34, 13.5, 2.35, .15
Find the inverse:
f(x)= 1/2x3-2
In Houston, potatoes cost $3.99/lb & bananas cost $2.49/lb. Meanwhile in Little Rock bananas cost $3.19/lb & potatoes cost $4.99/lb. Organize this into a matrix.
| 3.99 2.49 | Or | 3.99 4.49 |
| 4.49 3.19 | | 2.49 3.19 |
C. Arithmetic or Geometric? Write a rule:
{-3, -.6, -.12, -.024…}
an = -3(1/5)n-1
The probability it will snow tomorrow is 7/20. What is the probability it will NOT snow?
13/20
C. Terry is 27.3 yo. The average age in his welding class is 19. If Terry’s z-score is 1.3, what is the standard deviation of the data.
6.38
A cubic function has a vertical reflection, whose point of inflection is (-2,-6). Find the equation then its inverse.
f(x)=-(x+2)3-6
f-1(x)=3√(-x-6) -2
A x B
A = | 0 10 | B= | 3 6 |
| 5 1 | | 7 9 |
| 70 90 |
| 22 39 |
C. If this is a geometric sequence:
a4 = 21 and a6=40 Find a8 (round to hundredths)
a8= 51.75
Out of the 125 students at GHS, 45 are on the cheer team and 38 are on the soccer team. Twelve of them are both. If a student is randomly selected, what is the probability they are on the cheer team given they are not on the soccer team.
11/29
C. Find the variance and standard deviation:
{5, 8, 9, 37, 92, 105, 74, 19, 55, 43, 20, 11}
Variance: 1001.58
Standard Deviation: 33.19