What does LSA stand for?
Learning Support Assistant
Who does Miss Hawke go for in the AFL
Hok
Find the effective rate for 7.2% p.a. compounded weekly
7.4%
What is the least squares regression line?
y = ax+b
What is step 2 for solving a Hungarian Algorithm
Column subtraction
Who is the school chapel named after?
Sir Shirley Jeffries
How tall is Miss Hawke?
5ft or 152cm
Write the equations for finding the interest rate using the simple interest formula
I / p x n
Interpret the b value in the following equation
y = 20 x 1.34x
34% increase
Explain why a dummy link is required in a precedence network
When a task shares similar prerequisites with another task
Who was the 2017 Clark House Captain?
Mr Beinke
What year did Miss Hawke graduate?
2017 for school
2022 for uni
What is the difference between an offset account and a lump sum payment
You can access the money in the offset account at anytime
A clear pattern
Explain when a step 4 for solving a Hungarian Algorithm is required
When all the zeros are covered in less lines than there are rows/columns in the matrix
What year was Westminster School founded?
1961
What is Miss Hawke's Coffee order?
Iced Long Black or Almond Flat White
Bob earned $67,000 a year. His employer makes quarterly contributions at 11.5% into his superannuation fund. Find the amount Bob's employers contributes to his superfund
$1926.25
For a set of normally distributed data, X, with a mean of 110 and a standard deviation of 7, find P (X ≤ 94)
P = 0.011
Allocate the optimal solution to the finished HA matrix below
A B C D
1 | 0 1 5 0 |
2 | 2 3 0 4 |
3 | 0 5 0 4 |
4 | 1 0 5 5 |
A = 3
B = 4
C = 2
D = 1
What year was the first guard of honour?
2011
Name Miss Hawke's allergies
Nuts and gluten
Find the comparison rate for the following
A loan of $425000 at 4.23% p.a. compounded fortnightly with a setup fee of $400 and monthly administration fee of $10. 30-year loan term
4.27%
Suppose is normally distributed with mean 51 and standard deviation 3.
Find the value of such that P (a ≤ X ≤ 54) = 0.35
a = 50.93
Alicia, Brodie, Credence, Daniel, and Elsie are Maths teachers. They all must choose which year levels they would like to teach next year. Alicia would like to teach Year 12 or Year 8, Brodie would like to teach Year 12 or Year 11, Credence would like to teach Year 12 or Year 10, Daniel would like to teach Year 8 or Year 9, and Elsie would like to teach Year 9 or Year 10.
Construct a bipartite graph and allocate everyone to a year level
Alicia 12, Brodie 11, Credence 10, Daniel 8, Elsie 9
OR
Alicia 8, Brodie 11, Credence 12, Daniel 9, Elsie 10