-82- The number of permutations of the letters of the wordnENGINEERING in which neither two E-s nor two G-sncomes together isn- begin-array- - l l - - text - -1- - 117400 - - - text - -2- - 117600 - - text - -3- - 118600 - - - text - -4- - 114600 - end-array- -

Question

-82- The number of permutations of the letters of the wordnENGINEERING in which neither two E-s nor two G-sncomes together isn- begin-array- - l l - - text - -1- - 117400 - - - text - -2- - 117600 -  - text - -3- - 118600 - - - text - -4- - 114600 - end-array- -

Toppr Admin · Accepted Answer

"82. The number of permutations of the letters of the word\nENGINEERING in which neither two E's nor two G's\ncomes together is\n\\( \\begin{array} { l l } { \\text { (1) } 117400 } & { \\text { (2) } 117600 } \\\\ { \\text { (3) } 118600 } & { \\text { (4) } 114600 } \\end{array} \\)"