use an inequality to solve the problem.be sure to show the inequality and all work.
one side of a rectangle is 6inches and the other side is X inches. Find the possible values of X if the area must be at least 84 square inches?
does anyone know this answer i have had this posted for a few days now.

Question

use an inequality to solve the problem.be sure to show the inequality and all work.
one side of a rectangle is 6inches and the other side is X inches. Find the possible values of X if the area must be at least 84 square inches?
does anyone know this answer i have had this posted for a few days now.

anonymous · Answer

All of the possible values of X:
$$x \ge 14$$
We get this through setting up the equation, $$6x \ge 84$$ as 6 is the length and X is the width. (length times width equals area) So, we multiply these together to find the area of the rectangle.

anonymous · Answer

so just multiply 84 *6 for the final answer?

anonymous · Answer

Was your question asking for some sort of equation or answer? Because based on your posted information, you can only get some sort of an equation. So the answer would be that x is all values greater than or equal to 14. Basically, every value that is 14 or greater would satisfy this problem

anonymous · Answer

ok I ask this the other day as well 
convert the number 7 to a percent?
wouldnt my answer be 700%