Solve for n.

3 (n+6) ≥3n+8

no solution

all real numbers

n≥7

n≥23

Question

Asa Oconnell

Mathematics

25 November, 21:00

Solve for n.

3 (n+6) ≥3n+8

no solution

all real numbers

n≥7

n≥23

+4

Answers (1)

Know the Answer?

Keaton Arias · Answer 1

3 (n+6) ≥ 3n+8

Start by distributing ...

3n + 18 ≥ 3n + 8

Subtract 3n from both sides to get the n's on the same side ...

18 ≥ 8

There are no solutions because 18 is not less than or equal to 8

Solve for n.3 (n+6) ≥3n+8no solutionall real numbersn≥7n≥23

Solve for n.

3 (n+6) ≥3n+8

no solution

all real numbers

n≥7

n≥23