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What are the fault codes for a 2008 Freightliner Century Class with the Detroit engine?
we have a eng code 128s 370 02 we have a eng code 128s 370 02 we have a eng code 128s 370 02
How is 01000001 equal to 65?
It is binary, or base 2. Reading from right to left the digits represent powers of 2, starting from 1. So the 1 on the end is 1, the next 0 represents the amount of 2s, then 4s, 8s, 16s, 32s, 64s and 128s. If we lay it out like this we can see how it works: 1 x 1 = 1 0 x 2 = 0 0 x 4 = 0 0 x 8 = 0 0 x 16 = 0 0 x 32 = 0 1 x 64 = 64 0 x 128 = 0 --------------- Total = 65
Convert 11000100 from binary to decimal?
in decimal = 196 The rightmost digit represents how many 1s (in this example 0) The next digit left represents how many 2s (in this example 0) The next digit left represents how many 4s (in this example 1) The next digit left represents how many 8s (in this example 0) The next digit left represents how many 16s (in this example 0) The next digit left represents how many 32s (in this example 0) The next digit left represents how many 64s (in this example 1) The next digit left represents how many 128s (in this example 1) so the answer is calculated by: 4 + 64 + 128 = 196
How many IP addresses in one ip octet?
A complete IP address has 4 octets. MPGMichael We are talking IPv4 because IPv6 uses quintets. There are 4 octets in an IPv4 address. Each octet is separated by a dot (.) Each place has a binary value assigned to it as follows. 128s, 64s, 32s, 16s, 8s, 4, 2s, and 1s place The place values repeat in each octet The place values are read from right to left in binary numbers Within each octet there are 2^8 or 2 to the 8thpower possible addresses. So the math answer is 256. However if you write it out you will see that 128+64+32+16+8+4+2+1 = 255 and 256 is actually carried to the next octet. So there are 255 possible addresses in each octet For example a class C address would look like this 192.168.1.2 or binary 11000000.10101000.00000001.00000010
How can I Transfer 8 into a binary number?
IMPROVED: A simpler way us to simply use a binary number scheme. As we know, in base-10 (normal numbers) each digit up is higher than the last by one factor. IE, 1's, 10's, 100's, 1000's. The same is true in Binary, but with factors of 2, not 10. Here's an example of each number and it's placement: 0------0------0------0------1------0------0------0 128s-64a--32s---16s----8s----4s-----2s----1s So, in 8-bit binary, the number 8 woul be 00001000 9or just 1000 OLD: For converting any decimal number into binary a simple procedure is applied. Step 1. Divide the number with the base of binary number which is 2. Step 2. Remember the remainder either it is 1 or 0. Step 3. Divide again the answer of the number and remember the remainder. Keep dividing the answer and remembering the remainder until number is totally divided. Now put the last remainders in a series, in LIFO style. mean the remainder derive last put it into first.
What is the disadvantage of using two 64 modules instead of a single 128 module in a system with three slots for memory modules?
You reduce the amount of additional memory that can added without replacing the 1st module. Eg. 3 slots and 2 64's gives a possible addition of a 128 : 64+64+128=256 3 slots, 1 128 leaves room for 2 128s: 128 + 128 + 128 = 384 With the first setup you have only 256MB, second 384MB; which would you prefer?
How many binary digits has an ip address?
There are 32 binary digits in an IPv4 address. There are 128 binary digits in an IPv6 address IPv4 addresses are organized into four 8 bit octets 11111111. 11111111. 11111111. 11111111 each place can represent either a zero or a one. Each place has an assigned binary place value. 1s, 2s, 4s, 8s, 16, 32s, 64, and 128s place right to left and repeating in each octet. There are 2^32 possible IP addresses = 4,294,967,296 possible addresses; or 4 billion 294 million 967 thousand 296. And they are all used up at this time. IPv4 addresses can also be written in decimal form. If you add all the place values in a single octet (128+64-32+16+8+4+2+1) it will equal decimal 255. IPv4 in decimal, as you will see it everywhere except class will look like this 255.255.255.255 Enough on IPv4 There are 128 binary digits in an IPv6 address. Therefore, there are 2^128 possible IPv6 addresses. That is in English is 340 undecillion, 282 decillion, 366 nonillion, 920 octillion, 938 septillion, 463 sextillion, 463 quintillion, 374 quadrillion, 607 trillion, 431 billion, 768 million, 211 thousand and 456 give or take a few. IPv6 addresses are represented by eight groups of hexadecimal quartets (four of them) separated by colons. Here is an example of a valid IPv6 address: 2001:cdba:0000:0000:0000:0000:3257:9652 Any four-digit group of zeroes within an IPv6 address may be reduced to a single zero or completely omitted. Consequently, the following IPv6 addresses are alike and equally valid. 2001:cdba:0000:0000:0000:0000:3257:9652 2001:cdba:0:0:0:0:3257:9652 2001:cdba::3257:9652 the omitted zeros have to occur together 2001:cdba…..can be converted to binary or decimal. Note each hex value in each quartet represents 4 binary digits. Just examining the second quartet in the above address we have Hex c d b a bin 1100 .1101 .1011 .1010 Dec 12 13 11 10
What is bradleys free rider track code 3?
-f 4i -f 52 -12 5a,-q 52 -1e 5d -26 5k -35 5q -46 62 -59 69 -6l 6h -85 6n -9g 6n,-br 6m -cp 6i -dq 6f -eu 6f -g2 6h -he 6k -it 6n -kh 6r -lu 71 -nc 79 -or 7h -qc 7p -rt 83 -td 8e -ut 8q -10g 95 -124 9j -13q a2 -15h aj -178 b3 -191 bl -1ap c6 -1ci cn -1eb d8 -1g4 dp -1hu eb -1jn es -1lh fe -1nb fv -1p5 gh -1qv h2 -1sp hk -1uj i5 -20d in -227 j8 -241 jq -25r kb -27m kt,-9h 6n -a8 6o -b2 6m -br 6i,-27o kt -28j l7 -29g lf -2ae lo -2bh m2 -2cg me -2da mr -2eb n9 -2fh nq -2gq oi -2i4 pe -2j9 q5 -2kj qu -2m0 rq -2nf so -2ot TM -2qc ul -2rt vk -2tc 10l -2us 11m -30c 12n -31t 13p -33e 14r -350 15t -36i 170 -384 183 -39n 196 -3ba 1aa -3ct 1bd -3eg 1ch -3g4 1dl -3hn 1eo -3jb 1fs -3kv 1h0 -3mj 1i4 -3o7 1j8 -3pr 1kc -3rf 1lg -3t4 1mj -3uq 1nl -40g 1oo -427 1pp -43v 1qq -45n 1rq -47g 1sq -498 1tq -4b0 1uq -4cp 1vq -4eh 20q -4ga 21q -4i4 22p -4jt 23p -4ln 24p -4ng 25p -4pa 26p -4r3 27o -4st 28o -4um 29o -50g 2an -52a 2bn -543 2cn -55t 2dl -57n 2eg -59h 2f7 -5ba 2fs -5d3 2ge -5er 2gt -5gk 2hb,-5j8 2ih -5k1 2ik -5ku 2ip -5ls 2iv -5mq 2j4 -5no 2j8 -5on 2jc -5pj 2jd -5qi 2jc -5rj 2j8 -5ss 2j3 -5ua 2j4 -5vu 2je -61b 2jo -62q 2k4 -64b 2kh -65u 2l0 -67i 2lg -697 2m4 -6at 2mq -6ck 2ni -6eb 2ob -6g2 2p7 -6hr 2q4 -6jj 2r2 -6ld 2s2 -6n6 2t3 -6p0 2u4 -6qq 2v6 -6sl 307 -6uf 31a -70a 32c -725 33f -740 34j -75d 35e -76r 36a -788 375 -79l 381,-7be 39h -7c1 39v -7cn 3aa -7df 3al -7e8 3b1 -7f1 3bc -7fr 3bo -7gj 3c5 -7hd 3cg -7i7 3cr -7j4 3d7 -7k6 3dm -7lb 3e6 -7mm 3eo -7o8 3f9 -7pj 3fn -7r0 3g2 -7sf 3gc -7tv 3gm -7vh 3h2,-85c 3kb -861 3kl -86q 3kr -87m 3l3 -88g 3l9 -899 3le -8a2 3li -8au 3lm -8bs 3lr -8cp 3m1 -8do 3m8 -8et 3mf -8g5 3mn -8hj 3mu -8j5 3n7 -8kg 3ne -8lt 3nl -8nb 3nt -8or 3o4 -8qd 3oc -8rv 3ok -8ti 3os -8v6 3p4 -90r 3pc -92g 3pl -946 3pt,-99u 3ve -9am 3vi -9bf 3vm -9c5 3vq,-99p 3vg -9ae 3vh -9b5 3vl -9br 3vt##
