The cube root is a number multiplied by itself three times to get another number
The code to use is y = x**(1/3)
<h3>How to determine the code to use</h3>
Assume the variable is x, and the cube root of x is y.
So, we have the following equation
In Python, the code to use is y = x**(1/3)
Hence, the code that Rachelle can use in her calculation is x**(1/3)
Read more about cube roots at:
brainly.com/question/365670
Based on the configuration written below, the most likely cause of the problem is Incorrect subnet mask.
<h3>What is an Incorrect Subnet Mask?</h3>
The issue of an Incorrect Subnet Mask will take place if a network uses a subnet mask that is not theirs for its address class, and a client is still said to be configured with the same default subnet mask for the address class, and thus communication tend to fail to some closeby networks.
Therefore, Based on the configuration written below, the most likely cause of the problem is Incorrect subnet mask.
Learn more about subnet mask from
brainly.com/question/27418272
#SPJ1
See full question below
You manage a network that has multiple internal subnets. You connect a workstation to the 192.168.1.0/24 subnet.
This workstation can communicate with some hosts on the private network, but not with other hosts. You run ipconfig /all and see the following:
Ethernet adapter Local Area Connection: Connection-specific DNS Suffix . : mydomain.local Description . . . . . . . : Broadcom network adapter Physical Address. . . . . . : 00-AA-BB-CC-74-EF DHCP Enabled . . . . . . . : No Autoconfiguration Enabled. . . : Yes IPv4 Address . . . . . . . : 192.168.1.102(Preferred) Subnet Mask. . . . . . . . : 255.255.0.0 Default Gateway . . . . . . : 192.168.1.1 DNS Servers . . . . . . . : 192.168.1.20 192.168.1.27
What is the most likely cause of the problem?
Answer:
a. make multiple fixes.
Explanation:
When we are troubleshooting firewalls we should not make multiple fixes after attempting a fix because it will not be beneficial for the security purpose.
We can repeat the failure after attempting the fix because we can fix it but a person with right mind won't be doing that.
We can test after each attempt that it is working properly.
We can also reverse or undo the solution failures after making a fix.
Answer:
69.54
Explanation:
A power ratio of 9000000:1 corresponds to 69.54 dB.
The calculation is presented below:
Formula for calculating Power ratio (db) = 10 * log [P(out)/P(in)]
Since the given ratio is 9000000:1, substituting in the formula gives us 10 * log (9000000/1)
Note that log 9000000 = 6.954
Therefore, 10 * log (9000000/1) = 69.54
Hence the required power ratio in db is 69.54 db.
