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Sagot :
Simplify both sides of the inequality.
- 2x - 48 ≥ 4
Add 48 to both sides.
- 2x - 48 + 48 ≥ 4 + 48
- 2x ≥ 52
Divide both sides by 2.
- [tex]\bf{\dfrac{2x }{2}\geq \dfrac{52}{2} }[/tex]
- [tex]\bf{x\geq 26 \ \ \to \ \ \ Answer}[/tex]
Therefore, the correct option is "D".
{ Pisces04 }
✏️ ANSWER
Solve the inequality. 8(x/4-6)>4
O A. × ≥ 11
O B. × ≥ 5
O C. × ≥ - 22
∅ D. × ≥ 26
Given 8(×/4-6)>4
then simplify both sides of the inequality
[ 2 × - 48 ≥ 4 ]
Add 48 to both sides
[ 2 × ≥ 52 ]
Devide both sides by 2
[ 2×/2 ≥ 52/2 ] = [ × ≥ 26 ]
CarryOnLearning <( ̄︶ ̄)>
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