Solve: $$8 y - 5 \geq 7 y + 6$$ A) $y \geq 11$ B) $y 11$ C) $y \leq 11$ D) $y

Name: Solve: \[8 y - 5 \geq 7 y + 6\] A) $y \geq 11$ B) $y > 11$ C) $y \leq 11$ D) $y < 11$ E) No solutions exist
Brand: Quizplus
Rating: 4.9 (35 reviews)

Question

Solve: $$8 y - 5 \geq 7 y + 6$$
A) $y \geq 11$
B) $y > 11$
C) $y \leq 11$
D) $y < 11$
E) No solutions exist

Quizplus · Accepted Answer

Starting with the given inequality:
$$8 y - 5 \geq 7 y + 6$$
Subtracting $7y$ from both sides:
$$y-5 \geq 6$$
Adding 5 to both sides:
$$y \geq 11$$
Therefore, the solution is $y \geq 11$. Choice A is the correct answer.

Solve 8y−5≥7y+68 y - 5 \geq 7 y + 68y−5≥7y+6 A) y≥11y \geq 11y≥11

Solve $8 y - 5 \geq 7 y + 6$ A) $y \geq 11$