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Viktor [21]
3 years ago
5

Why does people that gets abused not report?

Computers and Technology
1 answer:
AleksandrR [38]3 years ago
7 0
It might be because they are afraid that tge person they report will likley get into trouble or the report might not work and they will be abused more
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Given an array of n distinct integers,d = [d[0], d[1],.., d[n - 1]], and an integer threshold, t, how many (a,b,c) index triplet
Setler79 [48]
I have a lot to say do not have to do this for the mnoth was the first day I was able to open and sign the new JTI documents and sign electronically sign up for additional support and electronically sign up for additional support and electronically sign documents electronically electronically sign the signature documents electronically sign up
4 0
3 years ago
A hard drive with a spin speed of 7200 RPM, commences spinning at time = 0, at time = 1.326 ms what is the angle that the disk h
Flura [38]

Answer: I. 57º 17'   II. 1 rad.

Explanation:

A spin speed, implies the relationship between the angle rotated and the time  that has been spinning, which is equal, by definition, to the angular velocity.

ω = Δ∅ / Δt

In order to get the angle rotated in degrees, we need to convert first from RPM (revolutions per minute) to º/sec, as follows:

7200 rev/min *( 1 min/60 sec)* (360º/ 1 rev) = 7200* 6= 43200 º/s

Now, we know that the time passed since it started to spin, was 1.326 msec, i.e., 0.001326 sec.

Remembering that  ω = Δ∅ / Δt, solving for Δ∅, we get:

Δ∅ = 43200 º /s * 0.001326 sec = 57º 17'

II. In order to get the answer in rads, we can convert the rpm to rads/sec, as follows:

7200 rev/min *( 1 min/60 sec)* (2 π/ 1 rev) = 240 π rad/sec.

Applying the same equation as above, we get:

Δ∅ = 240 π rad/s * 0.001326 sec = 1 rad.

7 0
4 years ago
Consider the following relation: CAR_SALE (Car#, Date_sold, Salesman#, Commision%, Discount_amt Assume that a car may be sold by
Nady [450]

Answer:

See explaination

Explanation:

The given relation is:

CAR_SALE(Car#, Date_sold, Salesperson#, Commission%, Discount_amt)

Primary key: {Car#,Salesperson#}

We will first check whether the relation is in 1NF.

A relation is said to be in the 1st Normal form(1NF) if all the columns in the relation have atomic values. In this case, the relation is in 1NF.

A relation is said to be in the second normal form(2NF) if it satisfies the condition that all non keys are completely dependent on the primary key and just a part of the primary key.

In the case of the CAR_SALE relation, the Commission% depends only on the Salesperson# and not on the combination of Car# and Salesperson#. This means that the given relation is not in 2NF. To satisfy 2NF, we make two relationships as given below:

SALE_DETAIL(Salesperson#, Commission%)

and CAR_SALE(Car#, Date_sold, Salesperson#, Discount_amt)

Now both the relations are in 2NF.

For a relation to be in 3NF, no non-key should be functionally dependent on another non key.

In the case of the CAR_SALE relation, it is specified that the Date_sold field determines the Discount_amt. Therefore the modified CAR_SALE is not in 3NF.

To satisfy 3NF, we seperate the non key and the dependent non key and create a different table.

Final Relations:

SALE_DETAIL(Salesperson#, Commission%)

Discount_Detail(Date_Sold, Discount_Amt)

CAR_SALE(Car#, Date_sold, Salesperson#)

7 0
3 years ago
(Java) Write a program that accepts a number of minutes and converts it both to hours and days. For example, 6000 minutes is 100
iogann1982 [59]
Import java.util.Scanner;
public class MinutesConversion {
private static Scanner inputDevice;
public static void main(String[] args) {
int minutes, hours;
float days; // float for decimal point

inputDevice = new Scanner(System.in);
System.out.println("Please enter minutes for conversion >> ");
minutes = inputDevice.nextInt();
hours = minutes / 60;
days = hours / 24.0f;


System.out.println(+ minutes + " minutes is " + hours + " hour(s) or" + days " days");
}
}
6 0
3 years ago
Suppose we have a 4096 byte byte-addressable memory that is 32-way high-order interleaved, what is the size of the memory addres
iogann1982 [59]

Answer:

7

Explanation:

Given that :

Byte-addressable memory = 4096

Order = 32

Rwqritying such that they have the same base ;

4096 = 2^12

32 = 2^5

2^12 - 2^5

12 - 5 = 7

4 0
3 years ago
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