Write two different inequalities that you can solve by adding 2 to each side and then dividing each side by -12.
well for example
- 2 - 12 x < -14
-12 x < -12
x > 1
Watchu know about rolling down in the deep
when ur brain goes numb
you can call that brain freeze
when deez ppl talk too much
To solve an inequality by adding 2 to each side and then dividing each side by -12, we need to follow these steps:
1. Start with the original inequality.
2. Add 2 to each side of the inequality.
3. Divide each side of the new inequality by -12.
Let's apply these steps to two different inequalities:
Inequality 1:
Original inequality: 3x - 4 < 8
Adding 2 to each side: (3x - 4) + 2 < 8 + 2
Simplifying: 3x - 2 < 10
Dividing each side by -12: (3x - 2) / -12 < 10 / -12
Simplifying: (3x - 2) / -12 < -5/6
Therefore, the first inequality we can solve by adding 2 to each side and then dividing each side by -12 is (3x - 2) / -12 < -5/6.
Inequality 2:
Original inequality: 5y + 7 >= -3
Adding 2 to each side: (5y + 7) + 2 >= -3 + 2
Simplifying: 5y + 9 >= -1
Dividing each side by -12: (5y + 9) / -12 >= -1 / -12
Simplifying: (5y + 9) / -12 >= 1/12
Therefore, the second inequality we can solve by adding 2 to each side and then dividing each side by -12 is (5y + 9) / -12 >= 1/12.
1 D
2 A
3 B
4 C