A computer can execute 64 instructions per microsecond. How many instructions can it execute in 10 minutes.?
823416
First we should figure out how many instructions there are per second.\n\n1 microsecond = .001 seconds\n\nso in 1 second there are 1000 microseconds. Thus,\na computer can execute 64,000 instructions in one second.\n\nNow we figure out how many seconds in 10 minutes.\n\nthat is simply\n\n60 * 10 = 600 seconds in 10 minutes.\n\n64,000 * 600 = 38 400 000\n\n38,400,000 instructions in 10 minutes.
249130
GenuineIntel x86 Family 6 Model 8 Stepping 10 \n996MHz
973485
Each hour is 60 minutes, and each minute is 60 seconds.\nSo one hour is 60x60seconds =3600.\nBut that's not what you want.\nYou want to divide an hour by 10 seconds, so muultiply by 360.i.e.13 x 360 = 4680\nThen 19 x 6 114\nso the total is 4794\nThat's what you asked for, but I don't think that's what you want either.\nI think you want to add on 10 seconds per hour.\n13 hours is 130 seconds = 2 minutes, so the time you are looking for is 13.21
312630
go to MS-dos and type "mem"\nu will be given all the details.
258848
MHz - megahertz\nGHz - gigahertz\n1GHz=1000MHz\nAbbreviation for megahertz. One MHz represents one million cycles per second. The speed of microprocessors, called the clock speed, is measured in megahertz. For example, a microprocessor that runs at 200 MHz executes 200 million cycles per second. Each computer instruction requires a fixed number of cycles, so the clock speed determines how many instructions per second the microprocessor can execute. To a large degree, this controls how powerful the microprocessor is. Another chief factor in determining a microprocessor's power is its data width (that is, how many bits it can manipulate at one time). \nIn addition to microprocessors, the speeds of buses and interfaces are also measured in MHz.
277678
well. it looks tiny to all of us, but infact it has millions of transistors arranged in particular circuitry within itself doing the job. \n\nthis link will help you in detail\nhttp://computer.howstuffworks.com/microprocessor.htm
1113420
in p minutes, no. of pages she can type = 1\nin 1 min , no of pages                            = 1/p\nthus in 5 mins, no of pages                  = 1/p X 5 = 5/p\ngot it?
213974
You should be able to figure this out.\n\nKbps is thousands of bits each second\n\nKB is thousands of bytes.  A byte is usually 8 bits.\n\nConsider 80x8 Kb (640 thousand)\n\nto see how many seconds, divide the data size by speed.\n\n640 thousand bits / 32 thousand bits each second\n\n640,000/ 32,000 is definitely more than 3 seconds and far less than 10 years.
940226
Computers run on base-2 arithmetic, since a bit in the computer can only be on or off (positive or negative charge) and thus has only two distinct states.  Since this is true, the amount of memory is also expressed in powers of 2, rather than in decimal (base 10) numbers.\n\n1024 is a power of 2 (2 raised to the 10th power):\n\n2 x 2 = 4 (two of the 2s)\n4 x 2 = 8 (#3)\n8 x 2 = 16 (#4)\n16 x 2 = 32 (#5)\n32 x 2 = 64 (#6)\n64 x 2 = 128 (#7)\n128 x 2 = 256 (#8)\n256 x 2 = 512 (#9)\n512 x 2 = 1024 (#10)
114993
Faster, faster, faster!  64-bit technology!
215812
GHz = Giga Hertz\n\nHertz = per second ... ??/second\n\nHertz is a unit of frequency... \n\nThe no. of times something is happening per unit time generally seconds..\n\nYour computer has  a CPU (not that large box containing the hardware -- it is called the system unit)... but a processor  which carries out  all the operations required...\n\nEverything that goes on in your computer should ultimately interpreted as operations with 0's and 1's ... binary numbers...\n\nThese are managed through electric pulses... \n\n(Say, If a pulse passes through an electric circuit in a particular time it is interpreted as 1 and if not it is 0... that's how it should be understood.)\n\n\nThe CPU is capable of handling a certain number of pulses per second.. and that is what is the power of the CPU.... mesured in Hertz... (number of pulses per second)\n\n1 pulse = 1 Hertz\n10^3 Pulses = Kilo Hertz  KHz\n10^6 Pulses ==> 10^3 KHz = Mega Herz MHz\n10^9 Pulses ==> 10^3 MHz = Giga Herz GHz\n\nTherefore,\n\n3GHz = 3 x 10 ^9 pulses per second.\n\n\nhttp://www.futureaccountant.com/\n\nhttp://www.schoolingkids.com/
523320
About 10 times a minute\n600 times an hour.\nAbout 14400 times.
708972
Depends what configuration you have... If you're running on a lower performance computer and you have a lot of apps installed, it will take a while untill the list is filled (it could last a few minutes)...(On my old Duron 700Mhz with 256ram  i had oracle 9i installed and working:D, .NET 2001 and other programming stuff and it took me 5 minutes as I remember until that list was "filled"...).
443688
Pretty fast...i would say around 40...
133140
59 seconds... that is an easy one :)
997236
10 minutes + 10:50 = 11 o'clock\n \n\n\n\n--- LeeeN
948856
Current opinion floats around the 10 terabyte mark.  That's 10,000 gigabytes - 10-30,0000 times more than the amount of memory in your average desktop PC.  (Or a little bit more than you can fit in a ZX81's 16K RAM pack.)\n\nAnd a byte per neuron doesn't quite work.  A neuron by itself is useless - it requires a network of neurons to establish an associative memory.  So maybe 1 bit per neuron is closer to the mark, though that's still grossly oversimplifying it.\n\nWith respect Deep Blue's 11.38 gigaflops...  A gigaflop isn't a measure of memory capacity, rather a measure of how many billions of floating-point mathematical calculations can be achieved per second.  These days we tend to look at floating-point processing capacity in teraflops (trillions of operations per second).\n\nSuffice it to say, computers - even a ZX81 - are significantly faster at math than humans.