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x^2 is less than or equal to 25
solve the inequality. write the solution set in interval notation. x^2 is less than or equal to 25
(14)/(x+4) is greater or equal to 2
solve the rational inequality. express the solution using interval notation.
what is X if -1<9+X<17
what is X if -1<9+X<17
What is the ordered pair for the solution to the inequality y <= -2x + 10?
My answer is (0, -4). Am I right?
the type of boundary line and shading for the graph of the inequality -2x - y >= -8
y = 2x + 8 I know it's going to be above the line and it is going to be dashed, but I don't know how to find the origin. Does it included the origin or does not include the origin?
1 Answer |
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y < -2x + 10
and how do i find the ordered pairs?
what is the answer to t+14>18
t+14>18
-6 < n/9 -5 = Solve each inequality and graph it's solution.
Solve the inequality and graph.
2x^2-11+5<0
Directions: Solve the inequality by graphing.
Solve the inequality, 15p < 16
Solve the inequality.
Solve 11-5(16-7p)>=49 for p
How do I solve this inequality for p
