Solve the compound inequality. 3u+6>24 and 2u+1>7
3u+6>24 3u > 24 - 6 u > 6; 2u+1>7 2u > 7 - 1 u > 3 So the solution for the compound inequality 3u+6>24 and 2u+1>7 is u > 6 (u is greater than 6)
Question
Updated 3/18/2014 1:44:07 AM
Rating
3
3u+6>24
3u > 24 - 6
u > 6;

2u+1>7
2u > 7 - 1
u > 3

So the solution for the compound inequality 3u+6>24 and 2u+1>7 is u > 6 (u is greater than 6)

Confirmed by jeifunk [3/18/2014 2:03:36 AM]

Questions asked by the same visitor
use substitution to solve the system. y=2x+14 3x-2y=-23
Question
Updated 3/18/2014 1:42:20 AM
Replace y with y=2x+14 in the equation 3x-2y=-23,
3x - 2(2x + 14) = - 23
solve the equation we get x = -5, so y = 2(-5) + 14 = 4
Confirmed by jeifunk [3/18/2014 2:03:41 AM]
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