WEBVTT 0:00:09.700000 --> 0:00:13.220000 Hello and welcome this video which is another in the series of videos 0:00:13.220000 --> 0:00:16.020000 on the CCNA exam assessment. 0:00:16.020000 --> 0:00:19.460000 In this assessment we're going to be assessing you on IP before addressing 0:00:19.460000 --> 0:00:24.880000 and subnetting. So let's get right to it. 0:00:24.880000 --> 0:00:27.780000 Question number one. 0:00:27.780000 --> 0:00:33.860000 When using the original method of class full IP addressing, what class 0:00:33.860000 --> 0:00:43.760000 of network does the address of 126.3.45.1 fall into? 0:00:43.760000 --> 0:00:54.140000 That is a class A address. 0:00:54.140000 --> 0:01:01.520000 Question two. When using the original method of class full IP addressing, 0:01:01.520000 --> 0:01:10.740000 what class of network does the address 225.6.76.3 fall into? 0:01:10.740000 --> 0:01:22.100000 Hopefully you answered D, a class D address. 0:01:22.100000 --> 0:01:31.440000 Question three. When using the original class full method of IP addressing, 0:01:31.440000 --> 0:01:40.380000 which of the following answers displays the full range of class B addresses? 0:01:40.380000 --> 0:01:53.100000 The correct answer is D, 128 .000 through 199.255.255. 0:01:53.100000 --> 0:02:05.400000 Question four. Which of the following IP before addresses displayed in 0:02:05.400000 --> 0:02:10.040000 binary falls into the class C address space? 0:02:10.040000 --> 0:02:19.660000 Hopefully answered B and the way you identify that is class C addresses 0:02:19.660000 --> 0:02:23.480000 begin in binary with the pattern of 110. 0:02:23.480000 --> 0:02:29.880000 And B is the only answer that begins with 110 in binary. 0:02:29.880000 --> 0:02:42.740000 Question five. PCA contains the IP before address and mask of 134.55.6 0:02:42.740000 --> 0:02:49.780000 .18. Given this information, what is the maximum quantity of remaining 0:02:49.780000 --> 0:02:54.060000 hosts that could reside in this same subnet? 0:02:54.060000 --> 0:03:02.980000 The correct answer is B, 13 hosts. 0:03:02.980000 --> 0:03:06.300000 Now remember, you might have been stumped by this and thought, oh, well, 0:03:06.300000 --> 0:03:11.220000 with the slash 28, that means there's a total of 16 addresses. 0:03:11.220000 --> 0:03:15.180000 But when we extract from that, the network address and the broadcast address, 0:03:15.180000 --> 0:03:17.040000 that gives us 14 addresses. 0:03:17.040000 --> 0:03:19.200000 So why isn't C the correct answer? 0:03:19.200000 --> 0:03:22.200000 Well, because remember, one of those addresses has already been allocated 0:03:22.200000 --> 0:03:27.680000 to PCA. And the question is, what is the maximum quantity of remaining 0:03:27.680000 --> 0:03:32.500000 hosts? So once you factor in the PCA has already used one of those available 0:03:32.500000 --> 0:03:40.700000 addresses of the 14, that means there's only 13 remaining. 0:03:40.700000 --> 0:03:50.920000 Question six. Which of the following pairs of hosts reside within the 0:03:50.920000 --> 0:03:53.400000 same IPB4 subnet? 0:03:53.400000 --> 0:04:01.340000 The correct answer is D. 0:04:01.340000 --> 0:04:06.680000 Now just as a side note here, remember that I said at the very beginning 0:04:06.680000 --> 0:04:11.120000 of this course that the intention of this series is not to review and 0:04:11.120000 --> 0:04:13.500000 go over all the topics of the CCNA. 0:04:13.500000 --> 0:04:17.340000 If you do find yourself missing some of these questions, whether it be 0:04:17.340000 --> 0:04:21.460000 on IPB4 addressing and subnetting or anything else, please use this as 0:04:21.460000 --> 0:04:25.860000 an opportunity to go back to some of the other video series within INE's 0:04:25.860000 --> 0:04:29.600000 CCNA learning path and refresh yourself on those topics. 0:04:29.600000 --> 0:04:33.340000 We don't have time during this course to review everything that I've already 0:04:33.340000 --> 0:04:39.100000 covered in other video series. 0:04:39.100000 --> 0:04:52.640000 Question seven. With regards to the address of 134.44.1.95 slash 27, which 0:04:52.640000 --> 0:05:02.480000 of the following answers is correct and select two answers? 0:05:02.480000 --> 0:05:08.080000 The correct answer is A, this is a broadcast address and D, there are 0:05:08.080000 --> 0:05:11.100000 30 available hosts in this address. 0:05:11.100000 --> 0:05:29.260000 Question eight. A company is given the network of 156.10.00.255.255.00. 0:05:29.260000 --> 0:05:31.560000 From their internet service provider. 0:05:31.560000 --> 0:05:36.000000 Internally, they decide to subnet this network with each new subnet having 0:05:36.000000 --> 0:05:41.340000 a mask of 255.255.248.0. 0:05:41.340000 --> 0:05:46.740000 Given this information, what is the maximum quantity of subnets that will 0:05:46.740000 --> 0:06:12.840000 be available for them to use? 0:06:12.840000 --> 0:06:17.040000 Let's see, 248. Let's actually just do this real quick. 0:06:17.040000 --> 0:06:23.360000 248 is 12345678. 0:06:23.360000 --> 0:06:26.340000 So that's an additional of five bits. 0:06:26.340000 --> 0:06:31.020000 So if we just do two to the power of five, now always like to do the finger 0:06:31.020000 --> 0:06:36.980000 method, this is what I've done in my classes, two networks, 481632. 0:06:36.980000 --> 0:06:41.920000 So that gives you your answer of 32 possible subnets by stealing five 0:06:41.920000 --> 0:06:55.660000 extra bits. Question number nine. 0:06:55.660000 --> 0:06:59.880000 An enterprise customer is given a network from their ISP, which includes 0:06:59.880000 --> 0:07:03.540000 a mask of 255.255.255.0. 0:07:03.540000 --> 0:07:07.520000 The customer has a total of 22 internal networks. 0:07:07.520000 --> 0:07:12.740000 When subnetting, what new net mask would provide the greatest quantity 0:07:12.740000 --> 0:07:19.900000 of hosts per network and yet still give the customer at least 22 subnets? 0:07:19.900000 --> 0:07:27.480000 The correct answer here is B. 0:07:27.480000 --> 0:07:35.800000 255.255.248. The key thing that you had to pay attention to here is would 0:07:35.800000 --> 0:07:40.920000 provide the greatest quantity of hosts per network. 0:07:40.920000 --> 0:07:44.040000 So certainly you could have stolen a lot more bits than that and given 0:07:44.040000 --> 0:07:48.120000 yourself far more than 22 networks that you needed. 0:07:48.120000 --> 0:07:52.700000 But if you had done that, each network would have had fewer hosts. 0:07:52.700000 --> 0:07:56.760000 So the greatest quantity of hosts and yet still give yourself 22 networks 0:07:56.760000 --> 0:08:00.060000 would have to be this network mask right here. 0:08:00.060000 --> 0:08:03.320000 Any other network mask available in these answers would either not give 0:08:03.320000 --> 0:08:08.620000 you 22 networks or it would give you more than 22 networks, but at the 0:08:08.620000 --> 0:08:11.980000 expense of the quantity of hosts within those networks. 0:08:11.980000 --> 0:08:30.560000 Question ten. Which RFC specifies the IPv4 address ranges that are considered 0:08:30.560000 --> 0:08:36.620000 private addresses? 0:08:36.620000 --> 0:08:42.180000 And that would be RFC 1918, which is answer A. 0:08:42.180000 --> 0:08:49.360000 RFC 791, which is answer D, is the original RFC for IP, but not for private 0:08:49.360000 --> 0:08:59.060000 IP addresses. Question eleven. 0:08:59.060000 --> 0:09:03.700000 Which of the following IPv4 addresses would be considered a public globally 0:09:03.700000 --> 0:09:06.840000 routable unicast address? 0:09:06.840000 --> 0:09:15.160000 And the answer is C. 0:09:15.160000 --> 0:09:18.640000 All of those other addresses that you see there are in the private range 0:09:18.640000 --> 0:09:26.440000 of addresses. But in the private range of the 172, it's 172.16 up to 172 0:09:26.440000 --> 0:09:33.800000 .31. So 172.32 begins our next range of public addresses. 0:09:33.800000 --> 0:09:44.680000 172.32 does. Question twelve. 0:09:44.680000 --> 0:09:48.820000 Which of the following answers provides an alternative way to express 0:09:48.820000 --> 0:09:56.460000 the subnet mask of 255.255.240.0? 0:09:56.460000 --> 0:10:01.180000 And the answer is slash 20. 0:10:01.180000 --> 0:10:07.000000 Question thirteen. 0:10:07.000000 --> 0:10:07.500000 Question thirteen. 0:10:07.500000 --> 0:10:19.620000 Your company has obtained the network of 176.10.00 slash 16 from an ISP. 0:10:19.620000 --> 0:10:24.580000 You need to subnet this network and your largest subnet will contain 100 0:10:24.580000 --> 0:10:30.100000 host devices. Which of the following answers provides a subnet work that 0:10:30.100000 --> 0:10:35.760000 will fit your largest subnet, while at the same time consuming the least 0:10:35.760000 --> 0:10:44.920000 possible quantity of the network. 0:10:44.920000 --> 0:10:48.300000 And the answer is A. 0:10:48.300000 --> 0:10:53.040000 Remember the way we did this here is that if your largest subnet needs 0:10:53.040000 --> 0:10:57.860000 to have 100 host devices, once again we can do the old finger method. 0:10:57.860000 --> 0:11:04.020000 So if we steal one bit, that gives us 2 minus 2, which is zero. 0:11:04.020000 --> 0:11:08.740000 Remember it's always number of bits, number of host bits minus 2. 0:11:08.740000 --> 0:11:13.700000 So 2 to the power of 1 is 2, minus 2 is zero so that we don't have any 0:11:13.700000 --> 0:11:20.540000 hosts. If we steal two hosts, then that gives us 4 and we'll just subtract 0:11:20.540000 --> 0:11:21.580000 the 2 at the later date. 0:11:21.580000 --> 0:11:30.140000 So 4, 8, 16, 32, 64, 128. 0:11:30.140000 --> 0:11:37.600000 So if we take 6 bits, if we add 6 bits of hosts, no, 7, if we have 7 bits 0:11:37.600000 --> 0:11:45.580000 of hosts, on the end, those 7 bits of hosts will give us 128 minus 2. 0:11:45.580000 --> 0:11:50.300000 So 126 hosts. So if we think about that, if we have 7 bits on the end, 0:11:50.300000 --> 0:11:54.720000 that means in our last octet, we have a networking bit, but then all the 0:11:54.720000 --> 0:11:57.140000 other bits are host bits. 0:11:57.140000 --> 0:12:00.040000 I'm not going to do that all the way. 0:12:00.040000 --> 0:12:07.840000 So that means we'd have 24 bits of network plus this one here. 0:12:07.840000 --> 0:12:10.600000 So that's a slash 25. 0:12:10.600000 --> 0:12:18.480000 It gives us 7 hosts bits and a slash 25 is equivalent to 255, 255, 255 0:12:18.480000 --> 0:12:24.560000 .128. Question 14. 0:12:24.560000 --> 0:12:31.740000 IPv4 addresses are becoming a scarce resource as they are rapidly being 0:12:31.740000 --> 0:12:35.920000 depleted. Which of the following features or protocols was designed to 0:12:35.920000 --> 0:12:43.160000 help extend the life of IP version 4? 0:12:43.160000 --> 0:12:50.040000 And that would be B, NAT, or network address translation. 0:12:50.040000 --> 0:13:02.900000 Question 15. Pair the correct default mask value with its appropriate 0:13:02.900000 --> 0:13:05.560000 class of network. 0:13:05.560000 --> 0:13:24.540000 And here is your answer. 0:13:24.540000 --> 0:13:31.040000 Multicast does not use subnet masks, so that is not applicable. 0:13:31.040000 --> 0:13:43.740000 Question 16. Your ISP gives you the network of 144.12.12.0. 0:13:43.740000 --> 0:13:48.660000 You need to divide this into 22 subnetworx. 0:13:48.660000 --> 0:13:53.720000 Using the same length subnetting method and allowing for subnet zero, 0:13:53.720000 --> 0:13:59.760000 which is 144.12.12.0, to be your first subnet, what will be the address 0:13:59.760000 --> 0:14:02.600000 of your sixth subnet? 0:14:02.600000 --> 0:14:10.480000 And the answer is D. 0:14:10.480000 --> 0:14:14.700000 So once again, if we use what I like to call the finger method here, if 0:14:14.700000 --> 0:14:19.800000 we need 22 subnetworx, if we steal one bit, that gives us two networks. 0:14:19.800000 --> 0:14:25.100000 Two bits gives us four, eight, 16, 32. 0:14:25.100000 --> 0:14:30.000000 So we need to steal a minimum of five bits from our host, adding them 0:14:30.000000 --> 0:14:33.920000 to the networks in order to give us at least 32 networks. 0:14:33.920000 --> 0:14:36.940000 And right now we need 22, that's five bits. 0:14:36.940000 --> 0:14:42.680000 So we start out with a slash 24. 0:14:42.680000 --> 0:14:45.420000 So that's network, network, network. 0:14:45.420000 --> 0:14:47.740000 So each of those first octets. 0:14:47.740000 --> 0:14:53.980000 And now of our last byte, there we go. 0:14:53.980000 --> 0:14:58.360000 12345678, I think I may have a little bit too much, two, three, four, 0:14:58.360000 --> 0:14:59.720000 five, six, seven, eight. 0:14:59.720000 --> 0:15:02.420000 Yes, I do. Let's get rid of that one right there. 0:15:02.420000 --> 0:15:05.720000 Okay, so we said we need to steal five bits. 0:15:05.720000 --> 0:15:13.600000 So that means our dividing line between network and host is right here. 0:15:13.600000 --> 0:15:18.260000 So when you ask yourself, okay, so my first network is going to be the 0:15:18.260000 --> 0:15:22.060000 zero network. We already said that subnet zero. 0:15:22.060000 --> 0:15:25.960000 So that's going to be our starting network of 144.1212, zero. 0:15:25.960000 --> 0:15:29.920000 Then you ask yourself, what is the value of this bit right there? 0:15:29.920000 --> 0:15:31.480000 Well, that is the one, two, four. 0:15:31.480000 --> 0:15:32.500000 That is the eight bit. 0:15:32.500000 --> 0:15:37.220000 So that means every network starting with the second network on up is 0:15:37.220000 --> 0:15:41.060000 going to be some multiple or integral of eight. 0:15:41.060000 --> 0:15:43.080000 They're all going to be integers of eight. 0:15:43.080000 --> 0:15:44.580000 So the first network is zero. 0:15:44.580000 --> 0:15:47.360000 The second network is eight, 16. 0:15:47.360000 --> 0:15:48.280000 And what are we looking for? 0:15:48.280000 --> 0:15:50.080000 We're looking for the sixth network. 0:15:50.080000 --> 0:15:56.060000 So zero, eight, 16, 24, 32, and 40. 0:15:56.060000 --> 0:15:58.580000 So that's why the correct answer is D. 0:15:58.580000 --> 0:16:05.180000 144, 12, 12, dot 40. 0:16:05.180000 --> 0:16:20.320000 Question 17. What is the sub network address of the following host? 0:16:20.320000 --> 0:16:28.500000 And you see the host address and mass right there. 0:16:28.500000 --> 0:16:33.200000 The subnet or network address that that host lives in is answer A. 0:16:33.200000 --> 0:16:38.860000 The 125 dot 22 dot 76 dot 48 network. 0:16:38.860000 --> 0:16:45.940000 And the final octet, the 32 bit and the 16 bit are turned on. 0:16:45.940000 --> 0:16:49.920000 And those are all the networking bits you have in that final byte. 0:16:49.920000 --> 0:16:56.300000 So 32 and 16 gives you 48. 0:16:56.300000 --> 0:17:07.960000 Question 18. Pair the IPv4 addresses with their correct description. 0:17:07.960000 --> 0:17:15.000000 And here's your answer. 0:17:15.000000 --> 0:17:20.620000 The first one, 169 dot 254, that is an automatic private IP address. 0:17:20.620000 --> 0:17:27.060000 127 dot anything, but specifically 127 dot 001 is the loopback address. 0:17:27.060000 --> 0:17:33.740000 Any address that's 224 on up to 239 is a multicast address. 0:17:33.740000 --> 0:17:39.120000 And 172 16 falls within our range of private addresses. 0:17:39.120000 --> 0:17:51.840000 Question 19. Which of the following commands could you use within the 0:17:51.840000 --> 0:17:56.460000 Microsoft Windows operating system to view the IP address, default gateway 0:17:56.460000 --> 0:18:00.240000 and DNS server assigned to a device? 0:18:00.240000 --> 0:18:09.060000 And the correct answer is IP config forward slash all. 0:18:09.060000 --> 0:18:14.700000 You need that forward slash all in order to see the DNS server information. 0:18:14.700000 --> 0:18:26.980000 Question 20. What command was used on a laptop running Microsoft Windows 0:18:26.980000 --> 0:18:31.900000 10 or Microsoft Windows OS, the operating system, in order to obtain the 0:18:31.900000 --> 0:18:39.440000 output that is shown here. 0:18:39.440000 --> 0:18:46.660000 And that command was netstat minus Rn. 0:18:46.660000 --> 0:18:58.760000 Question 21. What command was used on a Macbook running Mac OS, otherwise 0:18:58.760000 --> 0:19:04.140000 known as OSX, in order to obtain the output shown here. 0:19:04.140000 --> 0:19:14.540000 And that command was IF config. 0:19:14.540000 --> 0:19:22.160000 And that completes this video for our CCNA assessment review.