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krek1111 [17]
3 years ago
8

Can someone please find the IP address of a 3630 hp printer?

Computers and Technology
1 answer:
Natalija [7]3 years ago
7 0

Answer:

Go to Control Panel > Devices and Printers.

Right-click on the printer and select Properties.

Click on the Web Services tab.

Make a note of the IP address in the Troubleshooting section

Explanation:

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(2-2) In relatives.pl file, write and add the following rule. ancestor(X, Y) : X is an ancestor of Y Run ancestor(brown, X). Sub
alukav5142 [94]

Answer:

Check the explanation

Explanation:

relatives.pl

/* Facts */

male(ace).

male(john).

male(jack).

male(bill).

male(david).

male(brown).

male(daniel).

female(cecil).

female(aba).

female(cathy).

parent(john,ace)

parent(tom,john)

parent(jack,john)

parent(bill,aba)

parent(brown,aba)

parent(cecil,bill)

parent(david,cecil)

parent(cathy,brown)

parent(daniel,cathy)

parent(ellen,daniel)

/* parent(X,Y) -> Y is parent of X */

wife(ceceil,jack) /* wife(X,Y) -> Y is wife of X */

Answer of 2-2

Considering all facts and rules answer will be daniel,ellen.

Answer 2-3

Considering all facts and rules answer will be bill.

Answer 2-4

Considering all facts and rules X will be john and y will be cecil.

Answer 2-5

Considering all facts and rules X will be tom and y will be david.

4 0
3 years ago
A 200-g hockey puck is launched at an initial speed of 16 m/s up a metal ramp that is inclined at a 30° angle. The coefficients
rusak2 [61]

Answer:

h = 8.588 m

Explanation:

Given:

Mass of hockey puck:  m  =  200  g  =  0.2  K g

Angle of incline:  θ  =  30º   (with respect to horizontal)

Coefficient of static and kinetic friction between the puck and ramp:  

μ s  =  0.4   and    μk  =  0.3

initial speed:  

v  =  3.5  m /s

Let  h  be the vertical height reached by the puck, above the ground. This corresponds to a distance of  

d =  h *sin  30º =  2 *h

along the incline. As the puck is moving, only kinetic friction comes into play as it climbs up the incline. Let  N  be the normal reaction exerted by the metal ramp on the ball. Then,

N  =  m*g *cos  θ  =  0.2 *9.8 1*cos  30 º =  1.6991  N

Therefore, kinetic friction acting on the puck is:  

F k  =  μ k *N  =  0.3 *1.6974  =  0.50974 N

From work energy theorem, the change in kinetic energy should equal the work done by friction and gravity. Therefore,

0.5*  0.2 *16²  =  0.50974 *2h + 0.2*9.81*h

⇒  h = 8.588 m

8 0
3 years ago
Nonword passwords are vulnerable to a ________ attack in which the password cracker tries every possible combination of characte
Stels [109]
That would be your name and then you date of birth 
6 0
3 years ago
Read 2 more answers
In this lab, you complete a Python program that calculates an employee's annual bonus. Input is an employee's first name, last n
HACTEHA [7]

Answer:

The program is as follows (See attachment)

Comments are used to explain some lines

Fname = input("Enter Employee First Name: ")

Lname = input("Enter Employee Last Name: ")

Salary = float(input("Enter Employee Salary: "))

Ratings = int(float(input("Enter Employee Ratings: ")))

#Initialize bonus rate to 0; This will be used if ratings is 4 or 4

bonusRate = 0.0

if Ratings == 1:

       bonusRate =0.25 #If ratings is 1, bonus rate is 0.25

elif Ratings == 2:

       bonusRate = 0.15 #If ratings is 2, bonus rate is 0.15

elif Ratings == 3:

       bonusRate = 0.1 #If ratings is 3, bonus rate is 0.1

bonus = Salary * bonusRate

print(Lname+" "+Fname+"'s employee bonus is "+str(bonus))

#End of Program

Explanation:

The program saves the employee's first name and last name in variables Fname and Lname, respectively

The employee's salary is saved as float datatype in variable Salary

The employee's ratings is saved as int datatype in variable Ratings

For ratings greater than or equal to 4, the bonusRate is set to 0.0; this is done on line 6 of the program

Line 7 to 12 check if employee Ratings is 1, 2 or 3 and the respective bonusRate is used

Line 13 calculates the employee's bonus

Line 14 prints the employee's bonus

The program is ended on line 15

8 0
3 years ago
Alan is a manager at a company that is implementing new enterprise systems. What function performed in his company would be cons
Gre4nikov [31]

the answer should be A thats what best fits

6 0
3 years ago
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