4. m ¨C 7 < 6

m < ¨C1
m > 1
m < 13
m < ¨C13

5. y + 5 ¡Ý 7

y ¡Ü 2
y ¡Ü 12
y ¡Ý 2
y ¡Ý 12

6. p + 12 > 9

p > 21
p > 3
p > ¨C21
p > ¨C3

7. Translate the following statement into an inequality: Five less than a number is at least nine.

x ¨C 5 ¡Ý 9
x ¨C 9 > 5
x ¨C 5 > 9
x ¨C 5 ¡Ü 9

The copy/paste font mangles things, but I'll take a crack at it.

#4
m-7 < 6
m < 13

#5
y+5 <= 7
y <= 2

#6
p+12 > 9
p > -3

#7
x-5 >= 9

To solve these inequalities, we need to isolate the variable on one side of the equation. Here's how you can solve each of the given inequalities:

4. m - 7 < 6
To isolate the variable, we add 7 to both sides:
m - 7 + 7 < 6 + 7
m < 13

5. y + 5 ≥ 7
To isolate the variable, we subtract 5 from both sides:
y + 5 - 5 ≥ 7 - 5
y ≥ 2

6. p + 12 > 9
To isolate the variable, we subtract 12 from both sides:
p + 12 - 12 > 9 - 12
p > -3

7. Translate the following statement into an inequality: Five less than a number is at least nine.
We can represent the given statement as an inequality:
x - 5 ≥ 9

So the correct answer is:
x - 5 ≥ 9