Choose the correct description of the graph of the inequality x - 4 >= 5x. A. Open circle on -1, shading to the left. B. Closed circle on -1, shading to the left. C. Open circle on -1, shading to the right. D. Closed circle on -1, shading to the right Is it D?
Choose the correct description of the graph of the inequality -3x > 15. A. Open circle on -5, shading to the left. B. Closed circle on 5, shading to the left. C. Open circle on 5, shading to the right. D. Closed circle on -5, shading to the right. And would this be A?
\[x-4-5x \ge 0\] \[-4x \ge 4\] then: \[x \le {4 \over -4}\] \[x \le -1\] B option
A. Open circle on -5, shading to the left.
The first one is B Second one is A
What about this: Solve the inequality 6x - 8 > 4x + 10. A. x > -9 B. x > -17 C. x > 9 D. x > 17 This one i'm stuck on...
\[6x-4x > 10+8\] \[2x > 18\] C. x > 9
Join our real-time social learning platform and learn together with your friends!