1. h - 16 ≤ 24
+ 16 + 16
h ≤ 30
Solution Set: {h|h ≤ 30}, (-∞, 30]
2. y + 6 ≥ -13
- 6 - 6
y ≥ -18
Solution Set: {y|y ≥ -18}, [-18, ∞)
3. -3 < n - 8
+ 8 + 8
5 < n
n > 5
Solution Set: {n|n > 5}, (5, ∞)
4. 3 ≤ m + 1.4
- 1.4 - 1.4
-1.6 ≤ m
m ≥ -1.6
Solution Set: {m|m ≥ -1.6}, [-1.6, ∞)
5. x + 0.7 > -0.3
- 0.7 - 0.7
x > -1
Solution Set: {x|x > -1}, (-1, ∞)
6. w - 8 ≥ 5.6
+ 8 + 8
w ≥ 13.6
Solution Set: {w|w ≥ 13.6}, [13.6, ∞)
Answer:
1. x = 27
2. c = 7
Step-by-step explanation:
-2x+51 = -3
-2x = -3-51
-2x = -54
x = -54/-2
x = 27
-2(c+19) = -52
c+19 = -52/-2
c+19 = 26
c = 26-19
c = 7
The answer to that question is <span>Practice telling whether or not the </span>relationship<span> between two quantities is </span>proportional<span> by looking at a</span>graph<span> of the </span>relationship<span>.</span>
Lmk when you find out pls