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Alenkasestr [34]
3 years ago
6

An organization takes active countermeasures to protect its systems, such as installing firewalls. This approach is known as ___

_____. A. risk acceptance B. risk transference C. risk elimination D. risk reduction E. risk rescheduling
Business
1 answer:
slamgirl [31]3 years ago
4 0

Answer:

D. risk reduction

Explanation:

Risk reduction is a hazard management technique that aims at minimizing potential losses. In risk reduction, a company evaluate its business process to identify possible threat areas. The company then implements measures that will mitigate losses should the risk event occur.

Risk reduction lessens the impact of known hazards. This particular organization has identified potential risks associated with internet usage. It is vulnerable to online attacks either by hackers or malicious software program.  By installing firewalls, the organization reduces potential losses related to online attacks.

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The item becomes too popular and starts to run out.

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Required information Use the following information for the Exercises below. Skip to question [The following information applies
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Answer:

See

Explanation:

1. Break even point in units

= Fixed cost / Selling price per unit - Variable cost per unit

Given that

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2. Break even in sales

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3 years ago
Help soon! Its Sunday and i have too much over due homework ;-;
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Answer:

the first one at the left goes with the third one on the left.

the second on the left goes with the second one .

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and the last one goes with the last one

8 0
3 years ago
Callista "cherry bomb" davidson is a world-famous stunt woman, and she is trying to achieve the long distance world record human
11Alexandr11 [23.1K]

Answer:

CODE

import time #importing time module

import math #importing math module

pi = math.pi #defining the value of pi

u = 70 #initial velocity

g = 9.8 #gravitational acceleration

time_step = 0.01 #time step of 0.01 secs

time_elapsed = 0.0

maxAngle = 0

angle = 1

h = 5.0 #setting the initial height to to 5m

x = 0.0

maxRange = 0.0

for angle in range(1,91): #loop which angle takes value from 1 to 90

ux = u * math.cos((pi / 180) * angle) #velocity in x axis

uy = u * math.sin((pi / 180) * angle) #velocity in y axis

for i in range(1000): #running for 1000 steps

dragx = 0.5 * 1.225 * 1.4 * 0.8 * ux * ux #calculating the drag in x direction

dragy = 0.5 * 1.225 * 1.4 * 0.8 * uy * uy #calculating the drag in y direction

drag_ax = dragx / 65.0 #calculating drag acceleration in x axis

drag_ay = dragy / 65.0 #calculating drag acceleration in y axis

accelx = drag_ax #resultant acceleration in x axis

accely = g + drag_ay #resultant acceleration in y axis

vx = ux - accelx * time_step #velocity in the x axis at any instant

vy = uy - accely * time_step #velocity in the y axis at any instant

h += uy * time_step - 0.5 * accely * time_step * time_step #height at any instant of the projectile

x += ux * time_step - 0.5 * accelx * time_step * time_step #range at any instant in the x axis of the projectile

print("Height " + str(h) + " Range " + str(x)) #printing the current position

time.sleep(time_step) #waiting for 0.01 secs

time_elapsed += time_step #calculating the time elapsed

ux = vx #setting the final velocitites to new initial velocities

uy = vy

if h <= 0.0: #if a height 0 is reached

if x > maxRange:

maxRange = x #max angles are noted

maxAngle = angle

h = 5.0 #variables are initialized

x = 0.0

u = 70.0

vx = 0.0

vy = 0.0

print("Wait till the next simulation starts.....")

time.sleep(10.0 - time_elapsed) #wait for 10 secs

time_elapsed = 0.0

break

print("The optimum angle for for Callista is {} degrees which will give her a range of {} metres".format(str(maxAngle),str(maxRange))) #the optimum angle is printed

Explanation:

3 0
3 years ago
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