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How many subnets and hosts per subnet can you get from the network 172.16.0.0?

There are 16 bits available; it is up to you how many of those bits you reserve for the subnet, and how many for the individual hosts within each subnet.


How many subnets of 300 hosts can be created on a network of IP address 172.16.1.0?

1


In a class A how many subnet bits are needed to make at least 365 useable hosts or subnets?

You would need at least 9 bits to borrow. Since 8 bits gives only 255 the additional bit will get you 256. Adding 256 + 128 gives you at least 384 subnets or hosts.


Which subnet mask should be used for a class B network that is divided into subnets that will accommodate between 800 hosts and 1000 hosts?

255.255.252.0


Which subnet mask should be used for a Class B network that is divided into subnets and will accommodate between 800 hosts and 1000 hosts?

255.255.252.0


Which class of ip addresses offers the most flexibility for subnetting by providing for the largest number of hosts?

A class A would give you the most flexibility in terms of subnets and hosts per subnet. You could use up to 23 bits of information for subnets.


Given class C address with a default subnet mask How many possible subnets and usable hosts if 4 bits were borrowed?

that gives you 16 subnets with 14 usable IPs for hosts that is because one is for subnet and one for broadcas in that subnet for example: 192.168.1.0/28 - subnet number 192.168.1.15 -broadcast number usable IPs for hosts - IPs between them that is 14


What mask would you assign to the network ID of 172.16.0.0 if you needed about 100 subnets with 500 hosts each?

255.255.252.0


If you subdivide your class B network into 254 subnets what is the maximum number of hosts you can assign to any single subnet?

254


What are necessary procedure in calculating subnet mask or simply subneting show an example forr calculation?

To calculate a subnet mask, first determine the number of subnets needed and the number of hosts per subnet. Use the formula (2^n \geq \text{number of subnets}) for subnetting and (2^h - 2 \geq \text{number of hosts}) for host calculation, where (n) is the number of bits borrowed for subnets and (h) is the number of bits left for hosts. For example, if you start with a Class C address like 192.168.1.0 and want 4 subnets, you would borrow 2 bits (since (2^2 = 4)), resulting in a subnet mask of 255.255.255.192 (or /26), which allows for 62 hosts per subnet.


How Given a Class C network 200.1.1.0 We want 5 subnets each with 30 hosts on it. How many bits to borrow How many bits to leave What is the subnet mask ( in dot notation and in CIDR notation)?

Given a Class C network: 200.1.1.0 We want 5 subnets, each with 30 hosts on it. How many bits to borrow ? How many bits to leave? What is the subnet mask? ( in dot notation and in CIDR notation)


How many /64 subnets are available in a /48 prefix?

There are 65,536 subnets available in an IPv6 /48 block.