Find the value of the determinant `|101 102 103 104 105 106 107 108 109|`

Find the value of the determinant |[101 ,102 ,103],[ 104 ,105 ,106],[ 107, 108, 109]|

|{:(101,103,105),(104,105,106),(107,108,109):}|=0

97, 101, 103, 107, 111, 113

101 103 99 105 97 ? 95

Without expanding the determinants, prove that |103 115 114 111 108 106 104 113 116|+|113 116 104 108 106 111 115 114 103|=0

Without expanding the determinants, prove that |103 115 114 111 108 106 104 113 116|+|113 116 104 108 106 111 115 114 103|=0

If the standard deviation of 1,2,3,4,5,6 and 7 is 2, then that of 101, 102, 103, 104, 105, 106 and 107 is _____.

Assertion : The median of the data 105, 103, 102, 107, 120, 124, 111 and 124 is 109 Reason : When the number of observations (n) is odd, then the median is the value of the ((n + 1)/(2))^(th) observation. If the number of observations (n) is even , then the median is the mean of the ((n)/(2))^(th) observation and the ((n)/(2) + 1)^(th) observation

Without expanding the determinants, prove that |(103, 115, 114), (111, 108, 106), (104, 113, 116)|+|(113, 116, 104), (108, 106, 111), (115, 114, 103)|=0

Without expanding the determinants, prove that |(103, 115, 114), (111, 108, 106), (104, 113, 116)|+|(113, 116, 104), (108, 106, 111), (115, 114, 103)|=0