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append 1 in vs in vector x

These two phrases are not directly comparable as they serve different purposes. 'Append 1 in' is used when adding an element to a list or array, while 'in vector x' is used to specify the location or context within a vector. They are correct in their respective contexts.

Last updated: March 17, 2024

append 1 in

This phrase is correct when adding an element to a list or array.

This phrase is used when you want to add the element '1' to a list or array.

Examples:

  • Append 1 in the list.
  • Please append 1 in the array.
  • In [1]: import collections In [2]: d = collections.defaultdict(list) In [3]: d['key'].append (1) In [4]: d Out[4]: defaultdict(<type 'list'>, {'key': [1]}) In [5]: ...
  • In [2]: images = [] In [3]: images.append(1) In [4]: images Out[4]: [1] In [5]: images. insert(0, 2) In [6]: images Out[6]: [2, 1]. The = notation can ...
  • In [1]: blist = [] In [2]: blist.append(1) In [3]: blist.append(99) In [4]: blist = blist + [3,4 ,5] In [5]: blist Out[5]: [1, 99, 3, 4, 5] In [6]: blist[2:2] = ['a','b','c'] In [7]: blist Out[7]: ...
  • Apr 17, 1995 ... 01100001 01100010 01100011. This message has length l = 24. In step (a) of Section 4, we append "1". In step (b) we append 423 "0"s. In step ...

in vector x

This phrase is correct when specifying the location or context within a vector.

This phrase is used to indicate the position or context of an element within a vector.

Examples:

  • The value in vector x is 5.
  • Find the element in vector x.
  • then you can define a new variable as a subset of x by using the index of the specific value in vector x. For example, if x is defined as [2 4 1 7], then: >> z = x(3) .
  • Sine of Vector of Complex Angles. Calculate the sine of the complex angles in vector x . x = [-i pi+i*pi/2 -1+i*4]; y = sin(x). y = 0.0000 - 1.1752i 0.0000 - 2.3013i ...
  • Calculate the cosine of the complex angles in vector x . x = [-i pi+i*pi/2 -1+i*4]; y = cos(x). y = 1.5431 + 0.0000i -2.5092 - 0.0000i 14.7547 +22.9637i ...
  • How can I get the complement of vector y in vector x. No problem. We won't show you that ad again. Why didn't you like it? Uninteresting

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