4. Match the solution set for each rational inequality below. 6. 7. 8. 9. (x+3)(x-2) (x+2)(x-1) (x+4)(x-3) (x-2)(x²+2) x+1 ≤2 x-2 x²-3x-10 [-4,2) U[3,00) (-00,-3]U[2,00) (-00,-2) U (2,5) (-00,-5]U (-3,00) ≥0 10 kph 20 kph 30 kph 20 <० This question requires one response per row 40 kph 6 7 Two ships travelling from Dumaguete to Cagayan de Oro * differ in average speed by 10 kph. The slower ship takes 3 hour longer to travel a 240 kilometers route than the faster ship to travel a 200 kilometer route. Find the speed of the slower ship. Hint: Construct an equation with time t as the variable. 8 9

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter1: Equations And Graphs
Section1.8: Solving Absolute Value Equations And Inequalities
Problem 3E
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Solve for me all. No need explanation just solve correct plzzz.i cnt post again
4. Match the solution set for each rational inequality below.
6.
7.
(x+3)(x-2)
(x+2)(x-1)
9.
8. *+1
(x+4)(x-3)
(x-2)(x²+2)
x-2
x²-3x-10
[-4,2) U[3,0⁰)
(-∞0,-3]U[2,00)
(-00,-2) U (2,5)
(-∞0,-5]U (-3,00)
≥0
10 kph
<0
20 kph
This question requires one response per row
30 kph
40 kph
0
6
7
8
O
Two ships travelling from Dumaguete to Cagayan de Oro *
differ in average speed by 10 kph. The slower ship takes 3
hour longer to travel a 240 kilometers route than the faster
ship to travel a 200 kilometer route. Find the speed of the
slower ship. Hint: Construct an equation with time t as the
variable.
O
Ο Ο
Transcribed Image Text:4. Match the solution set for each rational inequality below. 6. 7. (x+3)(x-2) (x+2)(x-1) 9. 8. *+1 (x+4)(x-3) (x-2)(x²+2) x-2 x²-3x-10 [-4,2) U[3,0⁰) (-∞0,-3]U[2,00) (-00,-2) U (2,5) (-∞0,-5]U (-3,00) ≥0 10 kph <0 20 kph This question requires one response per row 30 kph 40 kph 0 6 7 8 O Two ships travelling from Dumaguete to Cagayan de Oro * differ in average speed by 10 kph. The slower ship takes 3 hour longer to travel a 240 kilometers route than the faster ship to travel a 200 kilometer route. Find the speed of the slower ship. Hint: Construct an equation with time t as the variable. O Ο Ο
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