Solve $-5k-6\ge 9$.

A student solves $9k-13\ge -31$ by adding 13 to both sides, dividing by 9, and reversing the symbol to write $k\le -2$. Is that right?

A student solves 4n - 13 < 15 by adding 13 to both sides, dividing by 4, and reversing the symbol to write n > 7. Is that right?

A student solves 8h - 8 > 56 by adding 8 to both sides, dividing by 8, and reversing the symbol to write h < 8. Is that right?

Solve 7h + 7 > -42.

Does x = -8 satisfy 5x - 10 < -54?

Does r = -9 satisfy 3r + 2 > -29?

Solve $p+15\ge 5$.

Solve t/(-8) < -4.

Solve $h/6\le -6$.

Solve $r/(-6)\ge 3$.

Solve t + 5 < 0.

A student solves $2x-14\ge 2$ by adding 14 to both sides, dividing by 2, and reversing the symbol to write $x\le 8$. Is that right?

A student solves 3m - 14 > -35 by adding 14 to both sides, dividing by 3, and reversing the symbol to write m < -7. Is that right?

Solve r + 5 < 10.

Solve $y+9\ge -2$.

Solve $-4k+10\le 38$.

Solve $-9m\le -99$.

Does h = -6 satisfy $8h+12\le -35$?

Solve n/(-4) < -5.

Solve -5y + 10 > 40.

Does a = -4 satisfy $4a+6\ge -6$?

Does n = -9 satisfy -3n - 5 < 23?

Solve $3x-2\ge -8$.

Does x = -8 satisfy 7x + 11 < -46?

Solve $-3k-10\ge -34$.

Solve $x/(-5)\ge -1$.

Does p = -6 satisfy $-8p-3\ge 46$?

Solve 5h - 13 > 2.

Solve 3r - 2 > 4.

Solve $k+15\ge 10$.

Solve $w/(-8)\ge 7$.

Solve $r+4\le 5$.

Solve 4h - 4 < -28.

Solve $-7w+13\ge -43$.

A student solves $8b-8\le 56$ by adding 8 to both sides, dividing by 8, and reversing the symbol to write $b\ge 8$. Is that right?

Does y = -7 satisfy 6y + 10 < -28?

Solve $-8k-13\ge 43$.

Solve -9h > -99.

Solve 2y - 3 < 15.