Question

Solve the inequality \\(3-4t\\leq 8+t\\)

Answer 1

Given:

⇒ $3-4t \ \leq 8+t$

To find:

The solution of the equation = ?

Solution,

⇒ $3-4t \ \leq \ 8+t$

On adding "4t" both sides, we get

⇒ $3-4t+4t \ \leq \ 8+t+4t$

⇒ $3 \ \leq \ 8+5t$

On subtracting "8" from both sides, we get

⇒ $3-8 \ \leq \ 8+5t-8$

⇒     $-5 \ \leq \ 5t$

⇒       $t \ \leq \ -1$

Thus the correct answer is "$t \ \leq \ -1$".