10) If x is a natural number in the set x, x+1, x+4, x, x+5,x-1, find the: a) Meanb) Medianc) Mode. Created by thequestionnaire. Math

• Problem:If x is a natural number in the set x, x+1, x+4, x, x+5,x-1, find the: • Answers:a) MeanIt is the average in which you need to all the given numbers and divide it by the number of values in the set. b) MedianWhen the data set is ordered from least to greatest, the value in the middle will be the median.c) ModeSince data x appears more than once in the given set of data, it is the mode.

10) If x is a natural number in the set x, x+1, x+4, x, x+5,x-1, find the: a) Me...

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thequestionnaire @thequestionnaire

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10) If x is a natural number in the set x, x+1, x+4, x, x+5,x-1, find the:
a) Mean
b) Median
c) Mode

Answers & Comments

MissyArelleeeee

Verified answer

• Problem:

If x is a natural number in the set x, x+1, x+4, x, x+5,x-1, find the:

• Answers:

a) Mean

$\large \tt \frac{(x) + ( x+1) + (x+4) + ( x) + ( x+5) + (x-1)}{6} \\ \large \tt \frac{x+ x+1 + x+4+ x + x+5 + x-1}{6} \\ \large\tt\frac{6x + 9}{6} = \boxed{ \tt x + \frac{3}{2} }$

It is the average in which you need to all the given numbers and divide it by the number of values in the set.

b) Median

$\large\tt x-1, \: x, \: \blue x, \: \blue{x+1}, \: x+4, \: x+5$

$\large \boxed{ \tt \frac{x + (x + 1)}{2} = \frac{2x + 1}{2} = x + \frac{1}{2} }$

When the data set is ordered from least to greatest, the value in the middle will be the median.

c) Mode

$\huge \boxed{ \tt x}$

Since data x appears more than once in the given set of data, it is the mode.

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Answers & Comments

Verified answer

• Problem:

• Answers:

a) Mean

b) Median

c) Mode

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