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18 Choose the values of 
x that are solutions to the inequality 
5 <= x.
Question 1s/1s
Select all that apply.
A. 
x=2

pi x=4
[C] 
x=6
D 
x=-5
f 
=-7
[. 
x=10

1818 Choose the values of x x that are solutions to the inequality 5x 5 \leq x .\newlineQuestion 11s/11s\newlineSelect all that apply.\newlineA. x=2 x=2 \newlineπx=4 \pi x=4 \newline[C] x=6 x=6 \newlineD x=5 x=-5 \newlinef =7 =-7 \newline[. x=10 x=10

Full solution

Q. 1818 Choose the values of x x that are solutions to the inequality 5x 5 \leq x .\newlineQuestion 11s/11s\newlineSelect all that apply.\newlineA. x=2 x=2 \newlineπx=4 \pi x=4 \newline[C] x=6 x=6 \newlineD x=5 x=-5 \newlinef =7 =-7 \newline[. x=10 x=10
  1. Understand the inequality: Understand the inequality.\newlineThe inequality 5x5 \leq x means that xx can be any number that is greater than or equal to 55.
  2. Evaluate options: Evaluate each option against the inequality.\newlineA. x=2x=2\newlineCheck if 22 is greater than or equal to 55.\newline252 \geq 5 is false.
  3. Evaluate option A: Evaluate the next option.\newlineB. x=4x=4\newlineCheck if 44 is greater than or equal to 55.\newline454 \geq 5 is false.
  4. Evaluate option B: Evaluate the next option.\newlineC. x=6x=6\newlineCheck if 66 is greater than or equal to 55.\newline656 \geq 5 is true.
  5. Evaluate option C: Evaluate the next option.\newlineD. x=5x=-5\newlineCheck if 5-5 is greater than or equal to 55.\newline55-5 \geq 5 is false.
  6. Evaluate option D: Evaluate the next option.\newlineE. x=7x=-7\newlineCheck if 7-7 is greater than or equal to 55.\newline75-7 \geq 5 is false.
  7. Evaluate option E: Evaluate the next option.\newlineF. x=10x=10\newlineCheck if 1010 is greater than or equal to 55.\newline10510 \geq 5 is true.

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