NOTATIONS, we have (a) The STATEMENT is \[a>bbc,\]which is false.                             \[[\because bbc,\]which is true                               (d) The statement is \[a>b

"> NOTATIONS, we have (a) The STATEMENT is \[a>bbc,\]which is false.                             \[[\because bbc,\]which is true                               (d) The statement is \[a>b

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It being given that x denotes ' greater than', \[\phi \] denote ' equal to', < denotes ' not less than', \[\bot \] denotes 'not equal to, \[\Delta \]denotes' less than' and + denotes' not greater than', choose the correct statement from the following If \[a\times b\,\Delta \,c,\] it follows that

7th Class Mathematics in 7th Class . 10 months ago

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Using the usual NOTATIONS, we have (a) The STATEMENT is \[a>bbc,\]which is false.                             \[[\because bbc,\]which is true                               (d) The statement is \[a>b

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