Answer to Question #223057 in Algebra for Tee L

Question

F ive less than three times a number all divided by the product of four and the same number is [1] 3n − 5 4 × 2. [2] 3n 4n − 5. [3] 3n − 5 4n . [4] 5 − 3n 4 + n

Answer 1

$Question \space (exactly) \space \\ If \space 5 \space less \space than \space 3 \space times \space a \space number \space divided \space by \space \\ \space the \space product \space of \space 4 \space and \space the \space same \space number \space \\ \space is \space represented \space by \space ? \space \\ Solution \space \\ Let \space a \space number \space = \space n \space \\ 3 \space times \space of \space number \space = \space 3n \space \\ 5 \space less \space than \space 3 \space times \space of \space number \space = \space 3n \space - \space 5 \space \\ Now \space \\ Product \space of \space 4 \space and \space number \space = \space 4n \space \\ Thus \space required \space representation \space is \space as \space \\ \frac{3n-5 \space }{4n \space } \\ Hence \space correct \space option \space is \space [3]$