Question

Help solve with steps
-6(4-x)<-4(x+1)
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Answer 1

`\[x<2\]`

Explanation:

Given inequality is
`\[-6(4-x)<-4(x+1)\]`

Simplifying the inequality by rearranging the terms:

`\[-24+6x<-4x-4\]`

=>
`\[10x<20\]`

=>
`\[x<(20)/(10)\]`

=>
`\[x<2\]`

So the given inequality can be simply expressed as
`\[x<2\]`

Hence x can take all values in the domain which are less than 2.