16384
You will need 14 two's multiplied together to equal 16384. the answer to this can be found by log2(16384) = 14. Since most calculators don't have log base 2, you can do this: log(16384)/log(2) = 14. You can use the 'base 10' log or natural log [ln(16384)/ln(2) = 14]
16384
8192
Pythagoras' Theorem - the square of the hypotenuse is equal to the sum of the square of the other two sides or A2 + B2 = C2 Side A: 128 x 128 =16384 Side B: 128 x 128 =16384 A2 + B2 = 32768 The square root of which is 181.019336 (181.019336 x 181.019336) So that diagonal is 181.02m or nearly 2mm over 181m long he hardest part of Pythagoras' Theorem is spelling his name and getting your head around what a hypotenuse is! In this case the answer you wanted (that diagonal) was the hypotenuse.
In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.In Excel 2003 there are 256 columns. In Excel 2007 there are 16384 columns.
16384
You will need 14 two's multiplied together to equal 16384. the answer to this can be found by log2(16384) = 14. Since most calculators don't have log base 2, you can do this: log(16384)/log(2) = 14. You can use the 'base 10' log or natural log [ln(16384)/ln(2) = 14]
16384
16384.
47 = 16384 43 = 64 → 47 - 43 = 16384 - 64 = 16320
16777216 KB in 16 GB
16KB, or 16384 bytes, can be addressed with 14 address lines. (214 = 16384)
16384
8192
4x4x4x4x4x4x4 = 16384
1, 2, 4, 8, 16, 32, 64, 128, 256, 512, 1024, 2048, 4096, 8192, 16384