University:
High School
Course:
High School Mathematics
Academic year:

2024
Views:

443

Pages:

2
Author:

Diego Mclaughlin

Solving Multi-Step Inequalities (Putting It Together) Extra Practice In Exercises 1-8, solve the inequality. Graph the solution. 3x + 2 < 10 2 - 2 3x < 8 x < 8/3 4a + 8 ≥ 0 8 - 8 4a ≥ -8 a ≥ -2 b/3 ≤ 3 b ≤ 9 -5/2c ≥ -8 c ≤ 16/5 -4 ≤ -4(d + 1) 1 ≤ d 5 - 2n ≥ 8 - 4n 2n ≥ 3 n ≥ 3/2 6h - 18 < 6h + 1 -18 < 1 True. So Infinite Solutions 3p + 4 ≥ -4p + 25 7p ≥ 21 p ≥ 3 2.4 7(-4j+6) < 2(-2+3j) -28j + 42 < -4 + 6j -34j < -46 j > 46/34 (Graph with "hole") 12(w + 3) ≤ 3(6w - 4) 4w + 36 ≤ 18w - 12 -14w ≤ -48 w ≥ 48/14 (Graph with "hole") Find the value of k for which the solution of the inequality k(4r - 5) ≥ -12r - 9 is all real numbers. when k * 4r = -12r k = -3 Find the value of k that makes the inequality 2kx - 3k + 6 < 2x + 4 + 3kx have no solution. when 2kx = 2x + 3kx -kx = 2 k = -2