1. Given an
n-element array A, Algorithm X executes an
O(n)-time computation for each even
number...
1. Given an
n-element array A, Algorithm X executes an
O(n)-time computation for each even
number in A and an O(log n)-time computation for
each odd number in A.
What is the best-case running time of Algorithm X?
What is the worst-case running time of Algorithm X?
2. Given an array,
A, of n integers, give an O(n)-time algorithm that finds
the longest subarray of A such that all the numbers in that
subarray are in sorted order. Your algorithm...
You own a large quantity of corn. Today (? = 0), this corn has a
certain...
You own a large quantity of corn. Today (? = 0), this corn has a
certain grade, or quality, ? 0. The price per bushel of corn is
given by ?. As we’ve seen before, revenue is given by price times
quantity. Assume the latter to be 1. In practice, because the
better the grade, the higher the price you get for corn, we can
consider revenue to be simply ??0. Corn might go bad, just like
homes or capital...
Your task is to estimate how far an object traveled during the
time interval 0≤t≤80≤t≤8, but...
Your task is to estimate how far an object traveled during the
time interval 0≤t≤80≤t≤8, but you only have the following data
about the velocity of the object.
time (sec)
0
1
2
3
4
5
6
7
8
velocity (feet/sec)
-4
-3
-2
-4
-2
4
2
1
2
To get an idea of what the velocity function might look like,
you pick up a black pen, plot the data points, and connect them by
curves. Your sketch looks...
1. Given β = XT 1×nAn×nXn×1, show that the gradient of β with
respect to X...
1. Given β = XT 1×nAn×nXn×1, show that the gradient of β with
respect to X has the following form: ∇β = X T (A + A T ). Also,
simplify the above result when A is symmetric. (Hint: β can be
written as Pn j=1 Pn i=1 aijxixj ).
2. In this problem, we consider a probabilistic view of linear
regression y (i) = θ T x (i)+ (i) , i = 1, . . . , n, which...
One way to represent a very large integer (one that won't fit
into
a variable of...
One way to represent a very large integer (one that won't fit
into
a variable of type short, int, or even long) is to use an
array.
The array is of type int, so each element in the array can
hold an
integer -- we will store just one digit of our number per
array element.
So if a user entered 2375, it might be stored as
--------------------------
| 2 | 3 | 7 | 5 | ... |
--------------------------...
You work for a company that is being accused of monopoly
behavior, given its large size....
You work for a company that is being accused of monopoly
behavior, given its large size. Comparisons are made to the
industry standard, where each establishment has on average about
16.3 employees. Your company is bigger than that, but you want to
provide evidence against the monopoly charges.
You’ve collected data
at different times in your company’s history, when you had
different amounts of capital.
In 2012,
SRATC=17Q2−2,200Q+100,000
In 2015,
SRATC=37Q2−1,500Q+55,000
In 2018,
SRATC=20Q2−2,000Q+75,000
1.
After plotting these
three different...
Directions: Develop an E-R (or EER depending upon need) Diagram.
List all assumptions. Show the version...
Directions: Develop an E-R (or EER depending upon need) Diagram.
List all assumptions. Show the version 1 (entities and data only)
and version 3 (entities, attributes and relationships with
cardinalities and participation constraints). 20 points of the
grade will be based on evaluating your assumptions - you must give
a detailed list of your assumptions identifying anchor concepts,
data associated with the anchor and data that has more than one
anchor participating in it. Remember, we are not talking out...
A thumbs up will be given:
Table 1
t
A
B
C
D
0
(14,900,000)...
A thumbs up will be given:
Table 1
t
A
B
C
D
0
(14,900,000)
(17,900,000)
(16,600,000)
(19,700,000)
1
4,980,000
5,990,000
3,850,000
6,400,000
2
4,980,000
6,210,000
4,990,000
5,880,000
3
4,510,000
6,250,000
6,860,000
6,800,000
4
4,510,000
4,700,000
4,990,000
6,650,000
Risk
High
Average
Low
Average
Table 1 shows the expected after-tax operating cash flows for
each project. All projects are expected to...
1. For a stationary ball of mass m = 0.200 kg hanging from a
massless string,...
1. For a stationary ball of mass m = 0.200 kg hanging from a
massless string, draw arrows (click on the “Shapes” tab) showing
the forces acting on the ball (lengths can be arbitrary, but get
the relative lengths of each force roughly correct). For this case
of zero acceleration, use Newton’s 2nd law to find the
magnitude of the tension force in the string, in units of Newtons.
Since we will be considering motion in the horizontal xy plane,...