Solve 4n + 6 - 7n - 5 > 7.

Solve 4m + 4 + 5m - 9 < -14.

Solve $4a+4+6a-2\ge 72$.

Solve $-4(m-7)\ge -8$.

Solve -3(w - 6) > 36.

Solve 2(b + 4) > -10.

Solve $3m+5-9m-4\ge 19$.

Solve -7(b + 6) < -91.

Solve 6(a + 5) < 6.

Solve 2y + 7 > 7y - 23.

A student solves 8b - 9 < 14b + 39 by subtracting 14b from both sides, dividing by -6, and writing b < -8. Is that right?

Solve $3w-7\ge 8w+13$.

A student solves $4y+8\ge 6y-8$ by subtracting 6y from both sides, dividing by -2, and writing $y\ge 8$. Is that right?

Solve 5y + 2 + 4y - 11 < -18.

Solve $9r+12+9r-9\ge 129$.

Solve $8w+11-10w-10\ge -15$.

Solve 10t + 11 < 3t - 52.

Solve $3b+7-5b-3\ge -8$.

Solve 5w + 10 > 10w - 30.

Solve $4m+2+5m-5\le 60$.

Solve 8x + 5 + 2x - 2 < -57.

Solve -5(b + 4) > -15.

A student solves $2a+8\le 8a+56$ by subtracting 8a from both sides, dividing by -6, and writing $a\le -8$. Is that right?

Solve $6r+11-9r-12\ge 26$.

Solve 9m - 5 > 3m - 35.

Solve $8(w-4)\le -8$.

Solve 2w + 7 - 4w - 4 > 17.

Solve 3y + 9 + 5y - 2 < -25.

Solve $2a+2-9a-6\ge 31$.

Solve $6x+8\le 3x+23$.

Solve -7(b + 7) < -42.

Solve $2p+2-8p-11\ge -15$.

Solve 2b + 6 < 9b + 41.

A student solves 8(n - 2) < 0 by expanding, adding 16 to both sides, dividing by 8, and reversing the symbol to write n > 2. Is that right?

Solve 4a + 3 + 6a - 2 > -79.

Solve 2(a - 7) > -2.

Solve 4(t - 10) > -36.

A student solves $4(p-8)\le -56$ by expanding, adding 32 to both sides, dividing by 4, and reversing the symbol to write $p\ge -6$. Is that right?

Solve 12p + 10 < 9p + 4.

A student solves 3x + 2 > 12x - 79 by subtracting 12x from both sides, dividing by -9, and writing x > 9. Is that right?