Math, asked by simrandhillon579, 1 year ago

Let \overline{X} and M.D. be the mean and the mean deviation about \overline{X} of n observations \x_{i}, i = 1, 2, ........, n. If each of the observations is increased by 5, then the new mean and the mean deviation about the new mean, respectively, are:
(a) \overline{X}, M.D.
(b) \overline{X} + 5, M.D.
(c) \overline{X}, M.D.+ 5
(d) \overline{X} + 5, M.D.+ 5

Answers

Answered by Anonymous
0

Hello mate ☺

Option D is correct one

Hope it helps u...❤

Answered by Anonymous
0

Let \overline{X} and M.D. be the mean and the mean deviation about \overline{X} of n observations \x_{i}, i = 1, 2, ........, n. If each of the observations is increased by 5, then the new mean and the mean deviation about the new mean, respectively, are:

(a) \overline{X}, M.D.

(b) \overline{X} + 5, M.D.

(c) \overline{X}, M.D.+ 5

(d) \overline{X} + 5, M.D.+ 5✔

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