A= {10, 0, 101, 56, 72}
B={1021, 1011, 1058, 1100}
C={256, 282, 320, 198, 200}
D= {0, 93, 46, 10, 32, 46}

The data set with maximum range is .

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Solution

The correct option is C C
By definition, range = maximum value - minimum value
A $\to$ Range =101 - 0 = 101
B $\to$ Range =1100 - 1011 = 99
C $\to$ Range =320 - 200 = 120
D $\to$ Range =93 - 0 = 93

$∴$ C has the maximum range

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a + b + c + d = 63,

where

a, b, c, d \in I^{+},

then the maximum value of

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(b) AB + BC + CD + DA > 2AC;

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A= {10, 0, 101, 56, 72} B={1021, 1011, 1058, 1100} C={256, 282, 320, 198, 200} D= {0, 93, 46, 10, 32, 46} The data set with maximum range is .

The correct option is C CBy definition, range = maximum value - minimum value A → Range =101 - 0 = 101 B → Range =1100 - 1011 = 99 C → Range =320 - 200 = 120 D → Range =93 - 0 = 93 ∴ C has the maximum range

A= {10, 0, 101, 56, 72}
B={1021, 1011, 1058, 1100}
C={256, 282, 320, 198, 200}
D= {0, 93, 46, 10, 32, 46}

The data set with maximum range is .

The correct option is C C
By definition, range = maximum value - minimum value
A $\to$ Range =101 - 0 = 101
B $\to$ Range =1100 - 1011 = 99
C $\to$ Range =320 - 200 = 120
D $\to$ Range =93 - 0 = 93

$∴$ C has the maximum range